******************************************************************************* * * * S I N G L E - C O R E V E R S I O N * * * ******************************************************************************* * * * HFODD HFODD HFODD HFODD HFODD HFODD HFODD HFODD * * * ******************************************************************************* * * * SKYRME-HARTREE-FOCK-BOGOLYUBOV CODE VERSION: 2.49T * * * * NO SYMMETRY-PLANES AND NO TIME-REVERSAL SYMMETRY * * * * DEFORMED CARTESIAN HARMONIC-OSCILLATOR BASIS * * * ******************************************************************************* * * * J. DOBACZEWSKI, B.G. CARLSSON, J. DUDEK, J. ENGEL * * J. MCDONNELL, P. OLBRATOWSKI, P. POWALOWSKI, M. SADZIAK * * J. SARICH, W. SATULA, N. SCHUNCK, J.A. SHEIKH * * A. STASZCZAK, M. STOITSOV, P. TOIVANEN, M. ZALEWSKI * * AND H. ZDUNCZUK * * * * INSTYTUT FIZYKI TEORETYCZNEJ, WARSZAWA * * LAWRENCE LIVERMORE NATIONAL LABORATORY, USA * * * * 1993-2011 * * * ******************************************************************************* ******************************************************************************* * * * CODE COMPILED WITH THE FOLLOWING ARRAY DIMENSIONS AND SWITCHES: * * * ******************************************************************************* * * * NDBASE = 680 NDSTAT = 680 NDXHRM = 40 NDYHRM = 40 NDZHRM = 40 * * * * NDMAIN = 16 NDMULT = 9 NDMULR = 4 NDLAMB = 9 NDITER = 5000 * * * * NDAKNO = 1 NDBKNO = 1 NDPROI = 20 NDCOUL = 80 NDPOLS = 25 * * * * NDPROT = 10 NDBTKN = 10 * * * * IPARAL = 0 I_CRAY = 0 * * * * * * PRE-PROCESSOR OPTIONS: * * * * switch_port = 1 switch_diag = 3 switch_cray = 0 * * * * switch_nagl = 0 switch_quad = 0 switch_vect = 1 * * * ******************************************************************************* * * * EXECUTION BEGINS ON 2011.02.23 AT 14:03:11.695 * * * ******************************************************************************* ******************************************************************************* * * * SMOOTH CONTINUATION FROM HFBTHO RUN HAS BEEN REQUESTED * * * * WARNING: THE RESTART WILL BE SMOOTH IF AND ONLY IF: * * - AXIAL-, REFLECTION, AND TIME_REVERSAL SYMMETRIES ARE CONSERVED * * - CALCULATIONS ARE UNCONSTRAINED * * - BASIS IS SPHERICAL OR DEFORMED ONLY ALONG BETA_2 * * - HFB SOLUTION AT THE G.S. IS REQUESTED (NO HF CRANKING ETC.) * * ANY OTHER CASE WILL RESULT IN THE STABILITY CONDITION AT FIRST * * ITERATION TO BE SIGNIFICANTLY GREATER THAN PERHAPS ANTICIPATED * * * ******************************************************************************* >>>>>>>>>>>>>>>>>>>>>>>>>>>>>> ENTERING HFBTHO <<<<<<<<<<<<<<<<<<<<<<<<<<<<<< ===================================== FORTRAN 90 CODE (KIND= 8) Version: 101a ===================================== AXIALLY DEFORMED CONFIGURATIONAL HARTREE-FOCK-BOGOLIUBOV CALCULATIONS WITH SKYRME-FORCES AND DELTA PAIRING USING HARMONIC-OSCILLATOR AND/OR TRANSFORMED HARMONIC-OSCILLATOR BASIS ===================================== Stoitsov,Dobaczewski,Nazarewicz,Ring ( 2/23/2011, 14: 3) Nucleus: PB (A= 208, N=126, Z= 82) ===================================== ph-forces: UNE0 t-parametrization ---------------------------------- t0= -1883.68781034 t1= 277.50021224 t2= 608.43090559 t3= 13901.94834463 x0= 0.00974375 x1= -1.77784395 x2= -1.67699035 x3= -0.38079041 b4= 125.16100000 b4p= -91.26040000 te= -184.46155200 to= -118.27541333 alph= 0.32195599 HB00= 20.73553000 C-parametrization ---------------------------------- Crho00= -706.382928878429000000 Crho0D= 868.871771539645400000 Ctau0= -12.917240820801610000 Crho10= 240.049520427681200000 Crho1D= -69.051895748163030000 Ctau1= -45.189416942675950000 Cdrho0= -55.260600000000000000 CJ0= 0.000000000000000000 CdJ0= -79.530800000000000000 Cdrho1= -55.622600000000000000 CJ1= 0.000000000000000000 CdJ1= 45.630200000000000000 alph= 0.321955989588264400 HB00= 20.735530000000000000 Nuclear matter properties ---------------------------------- E_NM= -16.055899999999980000 K_NM= 230.000000000000000000 P_NM= 0.000000000000004663 RHO_NM= 0.160526000000000000 ASS_NM= 30.542900000000010000 LASS_NM= 45.080400000000000000 SMASS_NM= 0.900000000000000000 VMASS_NM= 1.249838000000000000 pp-forces: (Mixed Pairing+Renormalization) V0*(1-V1*(rho/rho0)^gamma): V0, V1: -170.374000 -199.202000 0.500000 rho0,gamma: 0.160000 1.000000 cut-off: 60.000000 ================================== NUCLEUS-AFTER-NUCLEUS CALCULATIONS ================================== output file device for lfile : 6 number of oscillator shells : 12 ho length b0 (fm) : 2.235 basis deformation : beta0 = 0.000 q = 1.000 tho basis is : off maximal number of iterations: 100 initial mixing parameter : 0.300 initial w.f. : from spherical scratch nucleus: : PB 208 skyrme forces : UNE0 Lipkin-Nogami procedure is : ON PAV procedure is OFF , lpj= : 1 constraint calculation is : ON requested def value cdef : 0.000 quadratic.constr.const.cqad : 0.010 ILST : 0 ININ : 1 Broyden mixing : 7 nucleus: PB 208 126 82 b0,1/b0,bp,bz,q= 0.22347755E+01 0.44747224E+00 0.22347755E+01 0.22347755E+01 0.10000000E+01 hb0 = h**2/(2m) & cmc & e**2= 0.20735530E+02 0.20635840E+02 0.14399784E+01 hom =r0*41.0d0*A^{-1/3}= 0.83038085E+01 with coulomb force with exchange complete center of mass corrections calculated but not added cranking rotational corrections calculated but not added Comparison with bookkeeping spherical basis: n00: 12 12 maximal number of shells nbx, 2*n00+1: 25 25 maximal number of k-blocks ntx, (n00+1)*(n00+2)*(n00+3)/6 455 455 max.num. p/n levels nzx, n00: 12 12 maximal nz-quantum number nrx, n00/2 : 6 6 maximal nr-quantum number nlx, n00: 12 12 maximal ml-quantum number ndx, (n00+2)*(n00+2)/4: 49 49 maximal dim. of one k-block actual basis used: number of blocks: nb = 25 number of levels: nt = 455 maximal 2*omega : nom = 25 maximal nz: nzm = 12 maximal nr: nrm = 6 maximal ml: nlm = 12 maximal nn=nz+2*nr+nl = 12 2 x bigest block dim. = 98 Nonzero elemets of HH = 6951 Numer Broyden elemets = 27804 number of gauss-hermite meshpoints ngh= 40 from xh(1)= 0.12379686 to xh(ngh)= 11.88786356 number of gauss-laguerre meshpoints ngl= 40 from xl(1)= 0.03570039 to xl(ngl)=142.28004447 max.dev.in: orthogonality normalization hermit 1.338253710233153E-14 5.151434834260726E-14 laguerre 5.161935912599812E-15 2.109423746787797E-14 Scratch initialization for the nucleus: PB 126 82 v0ws = -71.2800 -71.2800 kappa = 0.4616 vs0 = 11.1175 11.1175 r0 = 1.2334 1.2334 a = 0.6150 0.6150 r0-so = 1.1443 1.1443 a-so = 0.6476 0.6476 beta00 = 0.0000 Initial potentials of Saxon-Woods shape ### REGULAR STAGE |HFB+HO> iterations(b0= 2.235, Nsh= 12, inin= 1, N=126, Z= 82)... ---------------------------------------------------------------------------------------------------------------------------------- i si mix beta Etot A rn rp En Dn Ep Dp Ln Lp Idro ---------------------------------------------------------------------------------------------------------------------------------- 1L 71.84439360386564 0.30 0.000000000 0.0000000 0.0 0.000 0.000 | -2.000 1.000 -2.000 1.000 | 0.000 0.000 0.000 #LN: ala2(n,p) = 9.920 4.000 #eln(n,p,t)= -0.552 -0.138 -0.690 #del+ala2= 9.965 4.042 Requested cdef= 0.000 Achieved = 0.000 -0.00042112 2B 36.19840268025628 0.10 -0.000005985 -1496.6812759 208.0 5.291 5.000 | -0.097 9.965 -0.066 4.042 | -14.050 -29.955 0.000 #LN: ala2(n,p) = 0.064 4.000 #eln(n,p,t)= -0.317 -0.192 -0.509 #del+ala2= 0.289 4.070 Requested cdef= 0.000 Achieved = 0.000 0.00605355 3B 25.82126241310483 0.11 0.000064108 300.6751721 208.0 6.199 5.677 | -1.338 0.289 -0.075 4.070 | -9.566 -12.189 0.000 #LN: ala2(n,p) = 0.041 0.410 #eln(n,p,t)= -0.339 -0.371 -0.710 #del+ala2= 0.399 0.529 Requested cdef= 0.000 Achieved = 0.000 -0.01220552 4B 26.28790138634121 0.10 -0.000144681 -442.0251437 208.0 5.902 5.295 | -2.729 0.399 -0.298 0.529 | -8.423 -9.362 0.000 #LN: ala2(n,p) = 0.187 4.000 #eln(n,p,t)= -0.709 -0.246 -0.955 #del+ala2= 0.505 4.071 Requested cdef= 0.000 Achieved = 0.000 0.00153522 5B 11.37829750850435 0.11 0.000018061 -1233.8065788 208.0 5.725 5.640 | -1.981 0.505 -0.086 4.071 | -8.787 -8.160 0.000 #LN: ala2(n,p) = 0.056 0.114 #eln(n,p,t)= -0.576 -0.376 -0.951 #del+ala2= 0.577 0.380 Requested cdef= 0.000 Achieved = 0.000 -0.00137339 6B 28.61443047288481 0.10 -0.000016409 -898.1505327 208.0 5.771 5.453 | -5.926 0.577 -1.240 0.380 | -7.113 -8.658 0.000 #LN: ala2(n,p) = 1.191 0.716 #eln(n,p,t)= -1.546 -0.834 -2.380 #del+ala2= 1.491 0.946 Requested cdef= 0.000 Achieved = 0.000 0.00284919 7B 8.63866535051159 0.11 0.000033285 -1397.0822560 208.0 5.773 5.616 | -1.795 1.491 -0.808 0.946 | -6.561 -8.689 0.000 #LN: ala2(n,p) = 1.120 0.040 #eln(n,p,t)= -1.423 -0.490 -1.913 #del+ala2= 1.405 0.629 Requested cdef= 0.000 Achieved = 0.000 0.01430284 8B 8.23811329164671 0.13 0.000176616 -1502.7933145 208.0 5.713 5.304 | -1.631 1.405 -5.481 0.629 | -6.649 -7.108 0.000 #LN: ala2(n,p) = 1.436 0.050 #eln(n,p,t)= -1.510 -0.656 -2.166 #del+ala2= 1.703 0.767 Requested cdef= 0.000 Achieved = 0.000 0.00460682 9B 5.97993050313050 0.14 0.000056800 -1569.0650364 208.0 5.649 5.418 | -1.419 1.703 -7.878 0.767 | -6.409 -6.549 0.000 #LN: ala2(n,p) = 1.338 0.135 #eln(n,p,t)= -1.434 -0.927 -2.361 #del+ala2= 1.600 0.751 Requested cdef= 0.000 Achieved = 0.000 0.00631400 10B 4.90911327817967 0.16 0.000078389 -1615.1146345 208.0 5.603 5.443 | -1.367 1.600 -5.958 0.751 | -6.131 -6.107 0.000 #LN: ala2(n,p) = 0.075 0.453 #eln(n,p,t)= -0.637 -1.442 -2.079 #del+ala2= 0.555 0.984 Requested cdef= 0.000 Achieved = 0.000 0.00320174 11B 6.57376820608034 0.10 0.000039330 -1581.6422852 208.0 5.675 5.404 | -4.679 0.555 -4.360 0.984 | -6.040 -5.756 0.000 #LN: ala2(n,p) = 0.553 0.418 #eln(n,p,t)= -1.209 -1.329 -2.539 #del+ala2= 0.895 0.928 Requested cdef= 0.000 Achieved = 0.000 0.00415991 12B 3.07018138299902 0.11 0.000051468 -1626.9693387 208.0 5.625 5.433 | -2.325 0.895 -3.989 0.928 | -5.863 -5.971 0.000 #LN: ala2(n,p) = 0.298 0.655 #eln(n,p,t)= -0.968 -1.457 -2.426 #del+ala2= 0.664 1.102 Requested cdef= 0.000 Achieved = 0.000 0.00351389 13B 1.87024658374604 0.13 0.000043394 -1630.5704735 208.0 5.618 5.457 | -2.685 0.664 -3.061 1.102 | -6.143 -6.196 0.000 #LN: ala2(n,p) = 0.549 0.596 #eln(n,p,t)= -1.156 -1.365 -2.520 #del+ala2= 0.875 1.033 Requested cdef= 0.000 Achieved = 0.000 0.00312737 14B 0.69000400561011 0.14 0.000038575 -1634.6204550 208.0 5.632 5.444 | -2.118 0.875 -2.931 1.033 | -5.991 -6.190 0.000 #LN: ala2(n,p) = 0.607 0.604 #eln(n,p,t)= -1.154 -1.265 -2.420 #del+ala2= 0.916 1.005 Requested cdef= 0.000 Achieved = 0.000 0.00252584 15B 0.94995852620688 0.10 0.000031090 -1634.4954856 208.0 5.635 5.454 | -1.907 0.916 -2.472 1.005 | -6.035 -6.155 0.000 #LN: ala2(n,p) = 0.593 0.640 #eln(n,p,t)= -1.146 -1.281 -2.426 #del+ala2= 0.903 1.034 Requested cdef= 0.000 Achieved = 0.000 0.00229204 16B 0.29111790748550 0.11 0.000028213 -1635.3069135 208.0 5.635 5.453 | -1.919 0.903 -2.393 1.034 | -6.050 -6.175 0.000 #LN: ala2(n,p) = 0.588 0.641 #eln(n,p,t)= -1.135 -1.252 -2.387 #del+ala2= 0.897 1.026 Requested cdef= 0.000 Achieved = 0.000 0.00199602 17B 0.13995476063480 0.13 0.000024566 -1635.3632233 208.0 5.636 5.454 | -1.896 0.897 -2.280 1.026 | -6.066 -6.172 0.000 #LN: ala2(n,p) = 0.576 0.684 #eln(n,p,t)= -1.102 -1.200 -2.302 #del+ala2= 0.878 1.041 Requested cdef= 0.000 Achieved = 0.000 0.00123531 18B 0.12916561037188 0.14 0.000015197 -1635.4565065 208.0 5.637 5.454 | -1.819 0.878 -1.956 1.041 | -6.109 -6.165 0.000 #LN: ala2(n,p) = 0.603 0.708 #eln(n,p,t)= -1.096 -1.153 -2.249 #del+ala2= 0.896 1.044 Requested cdef= 0.000 Achieved = 0.000 0.00071067 19B 0.12995054521267 0.10 0.000008741 -1635.5632185 208.0 5.638 5.455 | -1.719 0.896 -1.738 1.044 | -6.123 -6.173 0.000 #LN: ala2(n,p) = 0.603 0.711 #eln(n,p,t)= -1.081 -1.117 -2.197 #del+ala2= 0.892 1.036 Requested cdef= 0.000 Achieved = 0.000 0.00031876 20B 0.02960283527375 0.11 0.000003921 -1635.5794186 208.0 5.637 5.455 | -1.669 0.892 -1.620 1.036 | -6.125 -6.162 0.000 #LN: ala2(n,p) = 0.608 0.710 #eln(n,p,t)= -1.084 -1.122 -2.206 #del+ala2= 0.897 1.036 Requested cdef= 0.000 Achieved = 0.000 0.00038968 21B 0.02444185464468 0.13 0.000004794 -1635.5900870 208.0 5.637 5.455 | -1.665 0.897 -1.639 1.036 | -6.118 -6.158 0.000 #LN: ala2(n,p) = 0.609 0.714 #eln(n,p,t)= -1.080 -1.120 -2.201 #del+ala2= 0.896 1.039 Requested cdef= 0.000 Achieved = 0.000 0.00023538 22B 0.03045852912653 0.10 0.000002896 -1635.5985748 208.0 5.637 5.454 | -1.654 0.896 -1.625 1.039 | -6.110 -6.153 0.000 #LN: ala2(n,p) = 0.611 0.719 #eln(n,p,t)= -1.072 -1.103 -2.176 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00014392 23B 0.02235439945359 0.11 0.000001771 -1635.6105940 208.0 5.637 5.454 | -1.621 0.896 -1.565 1.038 | -6.109 -6.146 0.000 #LN: ala2(n,p) = 0.613 0.721 #eln(n,p,t)= -1.069 -1.098 -2.167 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00016575 24B 0.00983263066900 0.13 -0.000002039 -1635.6157839 208.0 5.636 5.454 | -1.606 0.896 -1.546 1.038 | -6.107 -6.143 0.000 #LN: ala2(n,p) = 0.612 0.720 #eln(n,p,t)= -1.070 -1.102 -2.172 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004604 25B 0.00881628183572 0.14 -0.000000566 -1635.6130218 208.0 5.636 5.454 | -1.611 0.896 -1.560 1.038 | -6.106 -6.144 0.000 #LN: ala2(n,p) = 0.613 0.720 #eln(n,p,t)= -1.069 -1.102 -2.171 #del+ala2= 0.897 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00007696 26B 0.00320902509738 0.16 -0.000000947 -1635.6158777 208.0 5.636 5.454 | -1.607 0.897 -1.556 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.613 0.720 #eln(n,p,t)= -1.069 -1.101 -2.170 #del+ala2= 0.897 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00008211 27B 0.00235750997941 0.18 -0.000001010 -1635.6151338 208.0 5.636 5.454 | -1.606 0.897 -1.555 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.613 0.720 #eln(n,p,t)= -1.069 -1.101 -2.170 #del+ala2= 0.897 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00007645 28B 0.00397351572551 0.10 -0.000000941 -1635.6159324 208.0 5.636 5.454 | -1.604 0.897 -1.555 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.613 0.721 #eln(n,p,t)= -1.068 -1.101 -2.170 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00006958 29B 0.00186946364161 0.11 -0.000000856 -1635.6158512 208.0 5.636 5.454 | -1.604 0.896 -1.556 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.613 0.720 #eln(n,p,t)= -1.068 -1.102 -2.170 #del+ala2= 0.897 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004322 30B 0.00219680843351 0.10 -0.000000532 -1635.6153935 208.0 5.636 5.454 | -1.602 0.897 -1.559 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004427 31B 0.00091212325219 0.11 -0.000000545 -1635.6160913 208.0 5.636 5.454 | -1.598 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004733 32B 0.00056804746567 0.13 -0.000000582 -1635.6160374 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004552 33B 0.00047439330547 0.14 -0.000000560 -1635.6160633 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004774 34B 0.00019165779568 0.16 -0.000000587 -1635.6159858 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004649 35B 0.00011663167248 0.18 -0.000000572 -1635.6160548 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00004334 36B 0.00002071015273 0.21 -0.000000533 -1635.6160168 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003938 37B 0.00001707702506 0.24 -0.000000485 -1635.6160269 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003452 38B 0.00000986870251 0.27 -0.000000425 -1635.6160310 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003104 39B 0.00001095296547 0.10 -0.000000382 -1635.6160294 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003042 40B 0.00001338241156 0.10 -0.000000374 -1635.6160308 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003499 41B 0.00001691013139 0.10 -0.000000430 -1635.6160317 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003622 42B 0.00001972509844 0.10 -0.000000446 -1635.6160324 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003800 43B 0.00002056264513 0.10 -0.000000468 -1635.6160319 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003003 44B 0.00001585242511 0.11 -0.000000369 -1635.6160332 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00003012 45B 0.00001736582549 0.10 -0.000000371 -1635.6160319 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00002694 46B 0.00001748101027 0.10 -0.000000332 -1635.6160323 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 -0.00001270 47B 0.00001044192125 0.11 -0.000000156 -1635.6160337 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00001190 48B 0.00000932709573 0.13 0.000000146 -1635.6160333 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00001197 49B 0.00000187640912 0.14 0.000000147 -1635.6160343 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00001425 50B 0.00000212841791 0.10 0.000000175 -1635.6160337 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00001328 51B 0.00000196920444 0.11 0.000000163 -1635.6160340 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000948 52B 0.00000096143760 0.13 0.000000117 -1635.6160337 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000854 53B 0.00000095178257 0.14 0.000000105 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000759 54B 0.00000065542050 0.16 0.000000093 -1635.6160337 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000803 55B 0.00000097392155 0.10 0.000000099 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000733 56B 0.00000086601248 0.11 0.000000090 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000807 57B 0.00000114242677 0.10 0.000000099 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000799 58B 0.00000109015740 0.11 0.000000098 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000740 59B 0.00000093639044 0.13 0.000000091 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000575 60B 0.00000052524676 0.14 0.000000071 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000473 61B 0.00000022362561 0.16 0.000000058 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000475 62B 0.00000033083275 0.10 0.000000058 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000444 63B 0.00000024253170 0.11 0.000000055 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000421 64B 0.00000018384561 0.13 0.000000052 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000389 65B 0.00000042584692 0.10 0.000000048 -1635.6160338 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000336 66B 0.00000026676172 0.11 0.000000041 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000312 67B 0.00000021137353 0.13 0.000000038 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000284 68B 0.00000012900882 0.14 0.000000035 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000277 69B 0.00000013045630 0.10 0.000000034 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000241 70B 0.00000006953258 0.11 0.000000030 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000245 71B 0.00000020276644 0.10 0.000000030 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000235 72B 0.00000017165261 0.11 0.000000029 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000219 73B 0.00000012348796 0.13 0.000000027 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000226 74B 0.00000014242197 0.10 0.000000028 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000221 75B 0.00000012873123 0.11 0.000000027 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000218 76B 0.00000011902215 0.13 0.000000027 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000189 77B 0.00000002492838 0.14 0.000000023 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000183 78B 0.00000014763803 0.10 0.000000023 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000173 79B 0.00000011474276 0.11 0.000000021 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000173 80B 0.00000011781549 0.10 0.000000021 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000175 81B 0.00000012544695 0.10 0.000000022 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000175 82B 0.00000012222450 0.11 0.000000021 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000161 83B 0.00000008632774 0.13 0.000000020 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000162 84B 0.00000008379169 0.14 0.000000020 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000166 85B 0.00000009703131 0.10 0.000000020 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000136 86B 0.00000001025098 0.11 0.000000017 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000136 87B 0.00000010507573 0.10 0.000000017 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000115 88B 0.00000004369048 0.11 0.000000014 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000116 89B 0.00000004427582 0.10 0.000000014 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000096 90B 0.00000001949422 0.11 0.000000012 -1635.6160339 208.0 5.636 5.454 | -1.597 0.896 -1.557 1.038 | -6.106 -6.143 0.000 #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000101 ---------------------------------------------------------------------------------------------------------------------------------- * iteration converged after 90 steps si = 0.0000000060 ho= 0 tho= 0 ---------------------------------------------------------------------------------------------------------------------------------- #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 Requested cdef= 0.000 Achieved = 0.000 0.00000104 Writing to wel_file: t082_126.hel __________________________________ The tape t082_126.hel recorded: nucname,npr,ngh,ngl,n00,nb,nt b0,beta0,si,etot,rms,bet,xmix pairing: v0,v1,gamma,pwi delta: del,ept lambda: ala,ala2,alast,tz asymptotic: varmas,ass,skass ntx,nb,nhhdim,id,N_rz,n_r,n_z Omega2,Sigma2,Parirty,Lambda matrices(inbro): hh,de *all blocking candidates __________________________________ #LN: ala2(n,p) = 0.614 0.720 #eln(n,p,t)= -1.067 -1.102 -2.168 #del+ala2= 0.896 1.038 pairing: v0,v1,gamma.. -170.374000 -199.202000 0.500000 1.000000 forces: UNE0 NB! From expect (UNPROJECTED RESULTS) neutrons protons total Requested part.numbs. 126.000000 82.000000 208.000000 UnPj(av) part.numbs . 126.000000 82.000000 208.000000 b0, bz, bp .......... 2.234776 2.234776 2.234776 lambda (ala) ........ -6.106365 -6.143085 Lambda (alast) ...... -6.106365 -6.143085 delta(n,p), pwi ..... 0.282827 0.318050 60.000000 pairing energy ...... -1.597185 -1.557267 -3.154452 LN lambda_2 ... ala2 0.613516 0.720315 LN energies ......... -1.066568 -1.101814 -2.168382 delta(n,p)+ala2 ..... 0.896342 1.038365 Geff(n,p) ........... -0.050082 -0.064957 rms-radius .......... 5.636465 5.453967 5.565234 charge-radius, r0 ... 5.512328 7.109991 deformation ......bet 0.000000 q2 defformation, beta 0.000000 0.000000 0.000000 q4 defformation, heta 0.000000 0.000000 0.000000 deformation ......... 0.000000 0.000000 0.000000 quadrupole moment[b] 0.000001 0.000000 0.000001 hexadecapole moment . 0.000000 0.000000 0.000000 ............... 0.000000 0.000000 0.000000 ............... 0.000000 0.000000 0.000000 kinetic energy ...... 2510.621869 1345.229608 3855.851476 volume energy ....... -6432.657356 surface energy ...... 232.248426 spin-orbit energy ... -82.702795 coulomb direct ...... 828.293093 coulomb exchange .... -31.326043 tensor energy ....... 0.000000 tEnergy: ehfb (qp)... -1633.447652 tEnergy: ehfb(qp)+LN -1635.616034 Calculated but not added corrections ==================================== cmc-diagonal part ... 12.128608 6.498694 18.627302 cmc-hfb ............. 0.000000 0.000000 0.000000 cranking rot corr ... 0.000000 0.000000 0.000000 SQUJ ................ 0.000000 0.000000 0.000000 CRAN x 4 ............ 0.000000 0.000000 0.000000 Rigit Body .......... 0.000000 0.000000 0.000000 With Lipkin-Nogami Corrections ================================ rms-radius .......... 5.636112 5.453257 5.564743 charge-radius, r0 ... 5.511625 7.109991 deformation ......bet 0.000000 q2 deformation, beta 0.000000 0.000000 0.000000 q4 deformation, heta 0.000000 0.000000 0.000000 deformation ......... 0.000000 0.000000 0.000000 quadrupole moment[b] 0.000001 0.000000 0.000001 hexadecapole moment . 0.000000 0.000000 0.000000 ............... 0.000000 0.000000 0.000000 ............... 0.000000 0.000000 0.000000 ================================ Blocking candidates are: neutron eqpmin= 0.6414341928258782 pwiblo= 2.000000000000000 num= 1 block= 1 state= 1 1 Eqp= 0.77197646 (1-2N)E= 0.72526426 Ovlp= 0.44399610 1+[ 6, 5, 1] Blocking candidates are: proton eqpmin= 0.7302559483220407 pwiblo= 2.000000000000000 num= 1 block= 1 state= 1 1 Eqp= 0.73025595 (1-2N)E= -0.65467772 Ovlp= 0.56000527 1+[ 4, 0, 0] pj/unpj s= 0.12600000D+03 0.12600000D+03 pj/unpj sd= 0.98558222D-13 0.98558222D-13 ala1=-.14685100D+02 inner= 2 pj/unpj s= 0.82000000D+02 0.82000000D+02 pj/unpj sd= 0.78124033D-13 0.78124033D-13 ala1=-.37521999D+01 inner= 2 NB! From expectpj (PAV RESULTS) pairing: v0,v1,gamma,pwi.. -170.374000 -199.202000 0.500000 1.000000 60.000000 forces: UNE0, Gauge points: 1 neutrons protons total Requested part.numbs. 126.000000 82.000000 208.000000 Projected part.numbs. 126.000000 82.000000 208.000000 Dispersion dN2 ...... 1.738454 1.529628 b0, bz, bp .......... 2.234776 2.234776 2.234776 lambda (ala) ........ -6.106365 -6.143085 Lambda (alast) ...... -6.106365 -6.143085 delta(n,p) .......... 0.282827 0.318050 pairing energy ...... -1.597185 -1.557267 -3.154452 rms-radius .......... 5.636465 5.453967 5.565234 charge-radius, r0 ... 5.512328 7.109991 deformation ......bet 0.000000 q2 deformation, beta 0.000000 0.000000 0.000000 q4 deformation, heta 0.000000 0.000000 0.000000 deformation ......... 0.000000 0.000000 0.000000 quadrupole moment[b] 0.000001 0.000000 0.000001 hexadecapole moment . 0.000000 0.000000 0.000000 ............... 0.000000 0.000000 0.000000 ............... 0.000000 0.000000 0.000000 kinetic energy ...... 2510.621869 1345.229608 3855.851476 cmc-diagonal part ... 12.128608 6.498694 18.627302 cmc-PAV ............. 0.000000 0.000000 0.000000 volume energy ....... -6432.657356 surface energy ...... 232.248426 spin-orbit energy ... -82.702795 coulomb direct ...... 828.293093 coulomb exchange .... -31.326043 tensor energy ....... 0.000000 Energy: ehfb(qp) .... -1633.447652 Energy: ehfb(can,pj). -1633.447652 ehfb(qp)-ehfb(can,pj) 0.000000 Epj-ehfb(can,pj) .... 0.000000 Energy: Epj=E(PAV) .. -1633.447652 >>>>>>>>>>>>>>>>>>>>>>>>>>>>>> EXITING HFBTHO <<<<<<<<<<<<<<<<<<<<<<<<<<<<<< ******************************************************************************* * * * CLASSICAL NUCLEAR SURFACE DEFINED FOR: N =126 Z = 82 * * * ******************************************************************************* * * * SPHERICAL SHAPE REQUESTED FOR THE SURFACE * * * ******************************************************************************* * * * HOMEGA= 8.3038 FCHOM0= 1.2000 * * * * OSCILLATOR FREQUENCIES: HBAROX= 8.3038 HBAROY= 8.3038 HBAROZ= 8.3038 * * * * MOMENTS OF INERTIA: XMOMFC=106.5207 YMOMFC=106.5207 ZMOMFC=106.5207 * * * * CENTERS OF MASS: CMSXFC= 0.0000 CMSYFC= 0.0000 CMSZFC= 0.0000 * * * ******************************************************************************* ******************************************************************************* * * * SKYRME FORCE DEFINITION * * * ******************************************************************************* * * * PARAMETER SET UNE0: T0= -1883.69 T1= 277.50 T2= 608.43 T3= 13901.95 * * * * POWER=1/3 X0= 0.00974 X1= -1.77784 X2= -1.67699 X3= -0.38079 * * * * ETA_J=0 ETA_W=1 ETACM=0 ETA_M=1 HBM= 20.73553 W0= 250.3220 W0P=-182.5208 * * * ******************************************************************************* ******************************************************************************* * * * COUPLING CONSTANTS DEFINING THE SKYRME FUNCTIONAL * * * ******************************************************************************* * * * TOTAL(T) SUM(S) ISOSCALAR(P) ISOVECTOR(M) * * -------- ------ ------------ ------------ * * CRHO_ = -946.432449 480.099041 -706.382929 240.049520 * * CRHOD = 937.923667 -138.103791 868.871772 -69.051896 * * CLPR_ = 0.362000 -111.245200 -55.260600 -55.622600 * * CTAU_ = 32.272176 -90.378834 -12.917241 -45.189417 * * CSCU_ = 0.000000 0.000000 0.000000 0.000000 * * CDIV_ = -125.161000 91.260400 -79.530800 45.630200 * * * * CSPI_ = -4.588544 470.921953 230.872432 235.460976 * * CSPID = -220.572028 -579.247848 -510.195952 -289.623924 * * CLPS_ = 14.366358 45.029111 36.880914 22.514555 * * CCUR_ = -32.272176 90.378834 12.917241 45.189417 * * CKIS_ = 0.000000 0.000000 0.000000 0.000000 * * CROT_ = -125.161000 91.260400 -79.530800 45.630200 * * * ******************************************************************************* ******************************************************************************* * * * NUCLEAR MATTER PROPERTIES * * * ******************************************************************************* * * * E = -16.0559 rho0 = 0.16053 K = 230.0000 Ms = 1.1111 * * asym = 30.54290 L = 45.0804 Mv = 1.2498 * * * ******************************************************************************* /////////////// WARNING: IPAHFB=1 AND IFSHEL>=1 / IMFHFB=0 ////////////////// /////////////// SHELL CORRECTION IS BASED ON ////////////////// /////////////// EQUIVALENT SPECTRUM IN HFB CASE ////////////////// /////////////// IMFHFB IS SET TO 1 ////////////////// ******************************************************************************* * * * CALLING SUBROUTINE "RECFIL" TO READ THE FIELDS FILE GENERATED BY HFBTHO * * * ******************************************************************************* ******************************************************************************* * * * PHYSICAL CONSTANTS: H_BARC=197.32891000 HBCOE2=137.03602000 * * * * XMASSN=938.90590000 XMASSP=938.27231000 * * * * HBMASS= 20.73553000 HBMRPA= 20.63583995 * * * * ECHAR2= 1.43997841 COULEX= -1.06350868 * * * ******************************************************************************* * * * OSCILLATOR LENGTHS: X= 2.2347755 Y= 2.2347755 Z= 2.2347755 * * * * OSCILLATOR CONSTANTS: X= 0.4474722 Y= 0.4474722 Z= 0.4474722 * * * * OSCILLATOR FREQUENCIES: X= 8.3038085 Y= 8.3038085 Z= 8.3038085 * * * ******************************************************************************* * * * BASIS CUT-OFF CONTROL PARAMETERS: NXMAXX = 12 NYMAXX = 12 NZMAXX = 12 * * * * OPTIMUM NUMBERS OF GAUSS POINTS: NXHERM = 26 NYHERM = 26 NZHERM = 26 * * * * NLIMIT= 455 LDBASE= 455 MCOUNT= 2197 * * * * ENECUT= 800.0000 ELIMIT= 112.1014 * * * ******************************************************************************* ******************************************************************************* * * * SHAPE OF THE OSCILLATOR-BASIS DIAMOND (THREE CONSECUTIVE PROJECTIONS) * * * ******************************************************************************* * * * NX ===>>> 0 1 2 3 4 5 6 7 8 9 10 11 12 * * MAX.NY => 12 11 10 9 8 7 6 5 4 3 2 1 0 * * --------------------------------------- * * NY= 0 (12) | 12 11 10 9 8 7 6 5 4 3 2 1 0 * * NY= 1 (11) | 11 10 9 8 7 6 5 4 3 2 1 0 * * NY= 2 (10) | 10 9 8 7 6 5 4 3 2 1 0 * * NY= 3 ( 9) | 9 8 7 6 5 4 3 2 1 0 * * NY= 4 ( 8) | 8 7 6 5 4 3 2 1 0 * * NY= 5 ( 7) | 7 6 5 4 3 2 1 0 * * NY= 6 ( 6) | 6 5 4 3 2 1 0 * * NY= 7 ( 5) | 5 4 3 2 1 0 * * NY= 8 ( 4) | 4 3 2 1 0 * * NY= 9 ( 3) | 3 2 1 0 * * NY=10 ( 2) | 2 1 0 * * NY=11 ( 1) | 1 0 * * NY=12 ( 0) | 0 * * * * * * NZ ===>>> 0 1 2 3 4 5 6 7 8 9 10 11 12 * * MAX.NY => 12 11 10 9 8 7 6 5 4 3 2 1 0 * * --------------------------------------- * * NY= 0 (12) | 12 11 10 9 8 7 6 5 4 3 2 1 0 * * NY= 1 (11) | 11 10 9 8 7 6 5 4 3 2 1 0 * * NY= 2 (10) | 10 9 8 7 6 5 4 3 2 1 0 * * NY= 3 ( 9) | 9 8 7 6 5 4 3 2 1 0 * * NY= 4 ( 8) | 8 7 6 5 4 3 2 1 0 * * NY= 5 ( 7) | 7 6 5 4 3 2 1 0 * * NY= 6 ( 6) | 6 5 4 3 2 1 0 * * NY= 7 ( 5) | 5 4 3 2 1 0 * * NY= 8 ( 4) | 4 3 2 1 0 * * NY= 9 ( 3) | 3 2 1 0 * * NY=10 ( 2) | 2 1 0 * * NY=11 ( 1) | 1 0 * * NY=12 ( 0) | 0 * * * * * * NZ ===>>> 0 1 2 3 4 5 6 7 8 9 10 11 12 * * MAX.NX => 12 11 10 9 8 7 6 5 4 3 2 1 0 * * --------------------------------------- * * NX= 0 (12) | 12 11 10 9 8 7 6 5 4 3 2 1 0 * * NX= 1 (11) | 11 10 9 8 7 6 5 4 3 2 1 0 * * NX= 2 (10) | 10 9 8 7 6 5 4 3 2 1 0 * * NX= 3 ( 9) | 9 8 7 6 5 4 3 2 1 0 * * NX= 4 ( 8) | 8 7 6 5 4 3 2 1 0 * * NX= 5 ( 7) | 7 6 5 4 3 2 1 0 * * NX= 6 ( 6) | 6 5 4 3 2 1 0 * * NX= 7 ( 5) | 5 4 3 2 1 0 * * NX= 8 ( 4) | 4 3 2 1 0 * * NX= 9 ( 3) | 3 2 1 0 * * NX=10 ( 2) | 2 1 0 * * NX=11 ( 1) | 1 0 * * NX=12 ( 0) | 0 * * * ******************************************************************************* ******************************************************************************* * * * AUTOMATED HANDLING OF THE COULOMB FILE * * * ******************************************************************************* * * * THE COULOMB FILE WRITTEN ON THE DISC, FILE NAME (FILCOU): * * pb208_tho.cou * * * ******************************************************************************* * * * NUCLIDE: N = 126 Z = 82 NUMBER OF ITERATIONS = 100 CONTINUATION? = 0 * * * ******************************************************************************* * * * ITERATIONS WILL STOP WHEN THE STABILITY BECOMES LOWER THAN EPSITE=0.000001 * * FOR 5 CONSECUTIVE ITERATIONS * * * ******************************************************************************* * * * ITERATIONS WILL STOP WHEN THE PING-PONG DIVERGENCE OCCURS FOR EPSPNG=0.010 * * DURING 5 PAIRS OF CONSECUTIVE ITERATIONS * * * ******************************************************************************* * * * ITERATIONS WILL STOP WHEN THE CHAOTIC-DIVERGENCE CONDITION OCCURS 20 TIMES * * * ******************************************************************************* * * * SLOW-DOWN PARAMETERS: * * TIME-EVEN = 0.50 TIME-ODD = 0.50 PAIRING = 0.50 LIPKIN-NOGAMI = 0.50 * * * ******************************************************************************* * * * BROYDEN METHOD IS: ON * * * * TRIGGERED ONLY WHEN STABILITY IS LOWER THAN : 10000.000 MEV * * INITIAL SLOWING FACTOR (BEFORE TRIGGER) : 0.50 (=SLOWEV) * * BROYDEN SLOWING FACTOR (AFTER TRIGGER) : 0.30 (=1-ALPHAM) * * NUMBER OF ITERATIONS RETAINED IN MEMORY : 7 * * * ******************************************************************************* * * * DIRECT COULOMB TERMS SOLVED BY GREEN FUNCTION AND FOURIER TRANSFORM METHOD * * COULOMB PARAMETERS: NUMCOU = 80 NUMETA = 79 BOUCOU = 20.0 FURMAX =0.25 * * * ******************************************************************************* * * * EXCHANGE COULOMB TERMS TREATED BY THE SLATER APPROXIMATION * * * ******************************************************************************* * * * MAXIMUM NUMBERS OF MULTIPOLE MOMENTS USED FOR THE CONSTRAINTS, NMUCON=4 * * FOR THE COULOMB FIELD, NMUCOU=4 * * FOR THE OUTPUT INFO, NMUPRI=4 * * * ******************************************************************************* * * * MULTIPOLE CONSTRAINTS: LAMBDA= 2 MIU= 0 MOMENT= 0.000 STIFFNESS= 0.002 * * * ******************************************************************************* * * * PRINTING THE RESULTS FOR THE FOLLOWING ITERATIONS: THE FIRST: YES * * THE MIDDLE: NO * * AND/OR THE LAST: YES * * * ******************************************************************************* * * * PRINTING THE MOMENTS, RADII, AND DEFORMATIONS FOR: NEUTRONS: YES * * PROTONS : YES * * MASS : YES * * * ******************************************************************************* * * * PRINTING THE MOMENTS, MOMENTA AND DEFORMATIONS IN THE INTRINSIC FRAME: YES * * * ******************************************************************************* * * * NILSSON LABELS OF SINGLE-PARTICLE STATES SHOWN WITH RESPECT TO THE: Z-AXIS * * * ******************************************************************************* * * * NUMBERS OF LEVELS IN TIME-REVERSAL/CHARGE BLOCKS: TIME-UP TIME-DOWN * * NEUTRONS: 455 455 * * PROTONS: 455 455 * * * ******************************************************************************* * * * CALCULATIONS WITH THE HFB PAIRING CORRELATIONS * * * ******************************************************************************* * * * INITIAL VALUES OF PAIRING PROPERTIES: FERMI ENERGY PAIRING GAP * * NEUTRONS: -8.0000 1.0000 * * PROTONS: -8.0000 1.0000 * * * ******************************************************************************* * * * CALCULATIONS WITH THE LIPKIN-NOGAMI CORRECTIONS INCUDED FOR NEUTRONS: YES * * PROTONS: YES * * * ******************************************************************************* * * * THE LIPKIN-NOGAMI PAIRING-STRENGTHS SCALING FACTORS: NEUTRONS= 1.000000 * * PROTONS= 1.000000 * * * ******************************************************************************* * * * INITIAL VALUES OF THE LIPKIN-NOGAMI LAMBDA2 FOR NEUTRONS: 0.1000 * * PROTONS: 0.1000 * * * ******************************************************************************* * * * DENSITY MATRICES WILL BE ZEROED BEFORE SOLVING LIPKIN-NOGAMI FOR THIS RUN * * * ******************************************************************************* * * * CONTACT PAIRING INTERACTION: V0 V1 RHO-SAT POWER * * NEUTRONS: -170.374 532.419 0.320 1.0000000 * * PROTONS: -199.202 622.506 0.320 1.0000000 * * * ******************************************************************************* * * * THE HFB-MEAN-FIELD SPECTRA AND SINGLE-PARTICLE PROPERTIES WILL BE PRINTED * * * ******************************************************************************* * * * CUTOFF ENERGY DEFINING THE ACTIVE HFB PAIRING SPACE= 60.000 * * * ******************************************************************************* * * * CALCULATIONS WITH PARITY/SIGNATURE SYMMETRY * * * ******************************************************************************* * * * CALCULATIONS WITH TIME-ODD SYMMETRIES: T*SIMPLEX_X => CONSERVED * * T*SIMPLEX_Y => CONSERVED * * T*SIMPLEX_Z => CONSERVED * * * ******************************************************************************* * * * CALCULATIONS WITHOUT ROTATION * * * ******************************************************************************* ******************************************************************************* * * * THE SHELL CORRECTION WILL BE COMPUTED AT THE LAST ITERATION * * - BASED ON HFB EQUIVALENT SPECTRUM (IMFHFB=1) * * - *NOT* CORRECTED FOR THE CONTRIBUTION OF POSITIVE ENERGY STATES * * - WITH THE FOLLOWING PARAMETERS: * * * * GSTRUN = 1.20 GSTRUP = 1.20 HOMFAC = 4.50 NPOLYN = 6 * * * ******************************************************************************* ******************************************************************************* * * * CALLING SUBROUTINE CYLCAR TO TRANSFORM THE HFB MATRIX READ FROM HFBTHO * * INTO THE CARTESIAN BASIS USED IN HFODD. * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-QUASIPARTICLE PROPERTIES: NEUTRONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) PARITY V2QUAP EEQUIV DEQUIV V_CORR * * * * 51) 9.276 ( 0,13, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 52) 9.276 (13, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 53) 9.276 (14, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 54) 9.276 ( 0,14, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 55) 9.276 (15, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 56) 9.276 ( 0,15, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 57) 9.276 (16, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 58) 9.276 ( 0,16, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 59) 8.819 (17, 0, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 60) 8.819 ( 0,17, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 61) 8.819 ( 0,18, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 62) 8.819 (18, 0, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 63) 8.819 ( 0,19, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 64) 8.819 (19, 0, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 65) 7.508 (20, 0, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 66) 7.508 ( 0,20, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 67) 7.508 (21, 0, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 68) 7.508 ( 0,21, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 69) 7.409 ( 0,22, 0, 0) 1.000 0.99950 -13.508 0.332 1.00000 * * 70) 7.409 (22, 0, 0, 0) 1.000 0.99950 -13.508 0.332 1.00000 * * 71) 7.137 ( 0, 0, 0,14) -1.000 0.82292 -10.716 5.449 1.00000 * * 72) 7.137 ( 0, 0,14, 0) -1.000 0.82292 -10.716 5.449 1.00000 * * 73) 7.137 ( 0, 0, 0,15) -1.000 0.82292 -10.716 5.449 1.00000 * * 74) 7.137 ( 0, 0,15, 0) -1.000 0.82292 -10.716 5.449 1.00000 * * 75) 7.137 ( 0, 0,16, 0) -1.000 0.82292 -10.716 5.449 1.00000 * * 76) 7.137 ( 0, 0, 0,16) -1.000 0.82292 -10.716 5.449 1.00000 * * 77) 7.137 ( 0, 0, 0,17) -1.000 0.82292 -10.716 5.449 1.00000 * * 78) 7.137 ( 0, 0,17, 0) -1.000 0.82292 -10.716 5.449 1.00000 * * 79) 7.137 ( 0, 0,18, 0) -1.000 0.82292 -10.716 5.449 1.00000 * * 80) 7.137 ( 0, 0, 0,18) -1.000 0.82292 -10.716 5.449 1.00000 * * 81) 7.137 ( 0, 0, 0,19) -1.000 0.82292 -10.716 5.449 1.00000 * * 82) 7.137 ( 0, 0,19, 0) -1.000 0.82292 -10.716 5.449 1.00000 * * 83) 2.955 ( 0, 0,20, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 84) 2.955 ( 0, 0, 0,20) -1.000 0.99763 -9.047 0.288 1.00000 * * 85) 2.955 ( 0, 0, 0,21) -1.000 0.99763 -9.047 0.288 1.00000 * * 86) 2.955 ( 0, 0,21, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 87) 2.955 ( 0, 0,22, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 88) 2.955 ( 0, 0, 0,22) -1.000 0.99763 -9.047 0.288 1.00000 * * 89) 2.955 ( 0, 0,23, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 90) 2.955 ( 0, 0, 0,23) -1.000 0.99763 -9.047 0.288 1.00000 * * 91) 2.521 ( 0, 0, 0,24) -1.000 0.99701 -8.612 0.275 1.00000 * * 92) 2.521 ( 0, 0,24, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 93) 2.521 ( 0, 0, 0,25) -1.000 0.99701 -8.612 0.275 1.00000 * * 94) 2.521 ( 0, 0,25, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 95) 2.521 ( 0, 0,26, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 96) 2.521 ( 0, 0, 0,26) -1.000 0.99701 -8.612 0.275 1.00000 * * 97) 2.521 ( 0, 0, 0,27) -1.000 0.99701 -8.612 0.275 1.00000 * * 98) 2.521 ( 0, 0,27, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 99) 2.521 ( 0, 0, 0,28) -1.000 0.99701 -8.612 0.275 1.00000 * * 100) 2.521 ( 0, 0,28, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 101) 1.294 (23, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 102) 1.294 ( 0,23, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 103) 1.294 (24, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 104) 1.294 ( 0,24, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 105) 1.294 (25, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 106) 1.294 ( 0,25, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 107) 1.294 (26, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 108) 1.294 ( 0,26, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 109) 1.294 (27, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 110) 1.294 ( 0,27, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 111) 1.294 (28, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 112) 1.294 ( 0,28, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 113) 1.294 (29, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 114) 1.294 ( 0,29, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 115) 1.200 ( 0, 0, 0,29) -1.000 0.98641 -7.274 0.278 1.00000 * * 116) 1.200 ( 0, 0,29, 0) -1.000 0.98641 -7.274 0.278 1.00000 * * 117) 1.200 ( 0, 0, 0,30) -1.000 0.98641 -7.274 0.278 1.00000 * * 118) 1.200 ( 0, 0,30, 0) -1.000 0.98641 -7.274 0.278 1.00000 * * 119) 1.200 ( 0, 0, 0,31) -1.000 0.98641 -7.274 0.278 1.00000 * * 120) 1.200 ( 0, 0,31, 0) -1.000 0.98641 -7.274 0.278 1.00000 * * 121) 1.167 ( 0, 0, 0,32) -1.000 0.98606 -7.241 0.274 1.00000 * * 122) 1.167 ( 0, 0,32, 0) -1.000 0.98606 -7.241 0.274 1.00000 * * 123) 1.167 ( 0, 0,33, 0) -1.000 0.98606 -7.241 0.274 1.00000 * * 124) 1.167 ( 0, 0, 0,33) -1.000 0.98606 -7.241 0.274 1.00000 * * 125) 0.641 ( 0, 0, 0,34) -1.000 0.95366 -6.688 0.270 1.00000 * * 126) 0.641 ( 0, 0,34, 0) -1.000 0.95366 -6.688 0.270 1.00000 * * 127) 0.772 ( 0,30, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 128) 0.772 (30, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 129) 0.772 ( 0,31, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 130) 0.772 (31, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 131) 0.772 ( 0,32, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 132) 0.772 (32, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 133) 0.772 ( 0,33, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 134) 0.772 (33, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 135) 0.772 ( 0,34, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 136) 0.772 (34, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 137) 2.315 ( 0,35, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 138) 2.315 (35, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 139) 2.315 (36, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 140) 2.315 ( 0,36, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 141) 2.315 (37, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 142) 2.315 ( 0,37, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 143) 2.315 (38, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 144) 2.315 ( 0,38, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 145) 2.315 (39, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 146) 2.315 ( 0,39, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 147) 2.315 (40, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 148) 2.315 ( 0,40, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 149) 2.393 (41, 0, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 150) 2.393 ( 0,41, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 151) 2.393 (42, 0, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 152) 2.393 ( 0,42, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 153) 2.393 ( 0,43, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 154) 2.393 (43, 0, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 155) 2.786 ( 0,44, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 156) 2.786 (44, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 157) 2.786 (45, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 158) 2.786 ( 0,45, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 159) 2.786 (46, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 160) 2.786 ( 0,46, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 161) 2.786 (47, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 162) 2.786 ( 0,47, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 163) 2.790 ( 0, 0, 0,35) -1.000 0.00224 -3.329 0.264 1.00000 * * 164) 2.790 ( 0, 0,35, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 165) 2.790 ( 0, 0, 0,36) -1.000 0.00224 -3.329 0.264 1.00000 * * 166) 2.790 ( 0, 0,36, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 167) 2.790 ( 0, 0, 0,37) -1.000 0.00224 -3.329 0.264 1.00000 * * 168) 2.790 ( 0, 0,37, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 169) 2.790 ( 0, 0, 0,38) -1.000 0.00224 -3.329 0.264 1.00000 * * 170) 2.790 ( 0, 0,38, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 171) 2.790 ( 0, 0,39, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 172) 2.790 ( 0, 0, 0,39) -1.000 0.00224 -3.329 0.264 1.00000 * * 173) 2.790 ( 0, 0, 0,40) -1.000 0.00224 -3.329 0.264 1.00000 * * 174) 2.790 ( 0, 0,40, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 175) 2.790 ( 0, 0, 0,41) -1.000 0.00224 -3.329 0.264 1.00000 * * 176) 2.790 ( 0, 0,41, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 177) 2.790 ( 0, 0,42, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 178) 2.790 ( 0, 0, 0,42) -1.000 0.00224 -3.329 0.264 1.00000 * * 179) 2.885 (48, 0, 0, 0) 1.000 0.00162 -3.231 0.232 1.00000 * * 180) 2.885 ( 0,48, 0, 0) 1.000 0.00162 -3.231 0.232 1.00000 * * 181) 3.039 (49, 0, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 182) 3.039 ( 0,49, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 183) 3.039 (50, 0, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 184) 3.039 ( 0,50, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 185) 7.193 ( 0, 0,43, 0) -1.000 0.17700 -1.460 5.490 1.00000 * * 186) 7.193 ( 0, 0, 0,43) -1.000 0.17700 -1.460 5.490 1.00000 * * 187) 7.193 ( 0, 0,44, 0) -1.000 0.17700 -1.460 5.490 1.00000 * * 188) 7.193 ( 0, 0, 0,44) -1.000 0.17700 -1.460 5.490 1.00000 * * 189) 7.193 ( 0, 0,45, 0) -1.000 0.17700 -1.460 5.490 1.00000 * * 190) 7.193 ( 0, 0, 0,45) -1.000 0.17700 -1.460 5.490 1.00000 * * 191) 7.193 ( 0, 0,46, 0) -1.000 0.17700 -1.460 5.490 1.00000 * * 192) 7.193 ( 0, 0, 0,46) -1.000 0.17700 -1.460 5.490 1.00000 * * 193) 7.193 ( 0, 0,47, 0) -1.000 0.17700 -1.460 5.490 1.00000 * * 194) 7.193 ( 0, 0, 0,47) -1.000 0.17700 -1.460 5.490 1.00000 * * 195) 7.193 ( 0, 0, 0,48) -1.000 0.17700 -1.460 5.490 1.00000 * * 196) 7.193 ( 0, 0,48, 0) -1.000 0.17700 -1.460 5.490 1.00000 * * 197) 9.008 ( 0, 0, 0,49) -1.000 0.00021 2.898 0.262 1.00000 * * 198) 9.008 ( 0, 0,49, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 199) 9.008 ( 0, 0, 0,50) -1.000 0.00021 2.898 0.262 1.00000 * * 200) 9.008 ( 0, 0,50, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 201) 9.008 ( 0, 0,51, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 202) 9.008 ( 0, 0, 0,51) -1.000 0.00021 2.898 0.262 1.00000 * * 203) 9.008 ( 0, 0, 0,52) -1.000 0.00021 2.898 0.262 1.00000 * * 204) 9.008 ( 0, 0,52, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 205) 9.367 ( 0, 0,53, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 206) 9.367 ( 0, 0, 0,53) -1.000 0.00017 3.258 0.243 1.00000 * * 207) 9.367 ( 0, 0, 0,54) -1.000 0.00017 3.258 0.243 1.00000 * * 208) 9.367 ( 0, 0,54, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 209) 9.367 ( 0, 0,55, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 210) 9.367 ( 0, 0, 0,55) -1.000 0.00017 3.258 0.243 1.00000 * * 211) 9.367 ( 0, 0, 0,56) -1.000 0.00017 3.258 0.243 1.00000 * * 212) 9.367 ( 0, 0,56, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 213) 9.367 ( 0, 0, 0,57) -1.000 0.00017 3.258 0.243 1.00000 * * 214) 9.367 ( 0, 0,57, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 215) 9.673 (51, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 216) 9.673 ( 0,51, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 217) 9.673 (52, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 218) 9.673 ( 0,52, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 219) 9.673 ( 0,53, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 220) 9.673 (53, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 221) 9.673 (54, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 222) 9.673 ( 0,54, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 223) 9.673 (55, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 224) 9.673 ( 0,55, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 225) 9.673 ( 0,56, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 226) 9.673 (56, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 227) 9.673 (57, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 228) 9.673 ( 0,57, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 229) 9.673 (58, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 230) 9.673 ( 0,58, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 231) 9.673 ( 0,59, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 232) 9.673 (59, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 233) 9.724 ( 0, 0,58, 0) -1.000 0.00015 3.614 0.241 1.00000 * * 234) 9.724 ( 0, 0, 0,58) -1.000 0.00015 3.614 0.241 1.00000 * * 235) 9.724 ( 0, 0, 0,59) -1.000 0.00015 3.614 0.241 1.00000 * * 236) 9.724 ( 0, 0,59, 0) -1.000 0.00015 3.614 0.241 1.00000 * * 237) 9.724 ( 0, 0, 0,60) -1.000 0.00015 3.614 0.241 1.00000 * * 238) 9.724 ( 0, 0,60, 0) -1.000 0.00015 3.614 0.241 1.00000 * * 239) 9.860 ( 0, 0,61, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 240) 9.860 ( 0, 0, 0,61) -1.000 0.00017 3.750 0.257 1.00000 * * 241) 9.860 ( 0, 0,62, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 242) 9.860 ( 0, 0, 0,62) -1.000 0.00017 3.750 0.257 1.00000 * * 243) 9.860 ( 0, 0,63, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 244) 9.860 ( 0, 0, 0,63) -1.000 0.00017 3.750 0.257 1.00000 * * 245) 9.860 ( 0, 0,64, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 246) 9.860 ( 0, 0, 0,64) -1.000 0.00017 3.750 0.257 1.00000 * * 247) 9.860 ( 0, 0,65, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 248) 9.860 ( 0, 0, 0,65) -1.000 0.00017 3.750 0.257 1.00000 * * 249) 9.860 ( 0, 0, 0,66) -1.000 0.00017 3.750 0.257 1.00000 * * 250) 9.860 ( 0, 0,66, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 251) 9.860 ( 0, 0, 0,67) -1.000 0.00017 3.750 0.257 1.00000 * * 252) 9.860 ( 0, 0,67, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 253) 9.909 ( 0, 0,68, 0) -1.000 0.00018 3.800 0.264 1.00000 * * 254) 9.909 ( 0, 0, 0,68) -1.000 0.00018 3.800 0.264 1.00000 * * 255) 9.909 ( 0, 0, 0,69) -1.000 0.00018 3.800 0.264 1.00000 * * 256) 9.909 ( 0, 0,69, 0) -1.000 0.00018 3.800 0.264 1.00000 * * * * 910) TOTAL= (252,252,203,203) * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-PARTICLE PROPERTIES: HFB MEAN FIELD NEUTRONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) | N,nz,lz,OMEz>

GFACT * * * * 1) -35.044 ( 1 ----- 0) | 0, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 2) -31.875 ( 0 ----- 1) | 1, 0, 1, 3/2> -100 0.010 0.003 0.333 * * 3) -31.875 ( 0 ----- 2) | 1, 1, 0, 1/2> -100 -1.010 -0.337 0.333 * * 4) -31.473 ( 0 ----- 3) | 1, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 5) -28.031 ( 2 ----- 0) | 2, 2, 0, 1/2> 100 -1.498 -0.300 0.200 * * 6) -28.031 ( 3 ----- 0) | 2, 0, 2, 5/2> 100 -0.374 -0.075 0.200 * * 7) -28.031 ( 4 ----- 0) | 2, 1, 1, 3/2> 100 0.372 0.074 0.200 * * 8) -26.939 ( 5 ----- 0) | 2, 1, 1, 1/2> 100 1.000 -0.200 -0.200 * * 9) -26.939 ( 6 ----- 0) | 2, 0, 2, 3/2> 100 0.000 0.000 -0.200 * * 10) -25.749 ( 7 ----- 0) | 2, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 11) -23.618 ( 0 ----- 4) | 3, 0, 3, 7/2> -100 -0.802 -0.115 0.143 * * 12) -23.618 ( 0 ----- 5) | 3, 0, 3, 7/2> -100 -1.200 -0.171 0.143 * * 13) -23.618 ( 0 ----- 6) | 3, 1, 2, 5/2> -100 -0.516 -0.074 0.143 * * 14) -23.618 ( 0 ----- 7) | 3, 2, 1, 3/2> -100 0.518 0.074 0.143 * * 15) -21.527 ( 0 ----- 8) | 3, 2, 1, 1/2> -100 1.505 -0.215 -0.143 * * 16) -21.527 ( 0 ----- 9) | 3, 0, 3, 5/2> -100 0.174 -0.025 -0.143 * * 17) -21.527 ( 0 ----- 10) | 3, 1, 2, 3/2> -100 -0.179 0.026 -0.143 * * 18) -20.456 ( 0 ----- 11) | 3, 3, 0, 1/2> -100 -1.013 -0.338 0.333 * * 19) -20.456 ( 0 ----- 12) | 3, 0, 1, 3/2> -100 0.013 0.004 0.333 * * 20) -19.703 ( 0 ----- 13) | 3, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 21) -18.687 ( 8 ----- 0) | 4, 1, 3, 7/2> 100 -0.019 -0.002 0.111 * * 22) -18.687 ( 9 ----- 0) | 4, 0, 4, 9/2> 100 -0.292 -0.032 0.111 * * 23) -18.687 (10 ----- 0) | 4, 2, 0, 1/2> 100 -2.223 -0.247 0.111 * * 24) -18.687 (11 ----- 0) | 4, 3, 1, 3/2> 100 -1.111 -0.123 0.111 * * 25) -18.687 (12 ----- 0) | 4, 2, 2, 5/2> 100 1.145 0.127 0.111 * * 26) -15.378 (13 ----- 0) | 4, 3, 1, 1/2> 100 2.024 -0.225 -0.111 * * 27) -15.378 (14 ----- 0) | 4, 0, 4, 7/2> 100 -0.011 0.001 -0.111 * * 28) -15.378 (15 ----- 0) | 4, 2, 2, 3/2> 100 1.459 -0.162 -0.111 * * 29) -15.378 (16 ----- 0) | 4, 1, 3, 5/2> 100 -1.472 0.164 -0.111 * * 30) -14.921 (17 ----- 0) | 4, 4, 0, 1/2> 100 -1.478 -0.296 0.200 * * 31) -14.921 (18 ----- 0) | 4, 0, 2, 5/2> 100 -0.794 -0.159 0.200 * * 32) -14.921 (19 ----- 0) | 4, 1, 1, 3/2> 100 0.772 0.154 0.200 * * 33) -13.609 (20 ----- 0) | 4, 1, 1, 1/2> 100 0.990 -0.198 -0.200 * * 34) -13.609 (21 ----- 0) | 4, 0, 2, 3/2> 100 0.010 -0.002 -0.200 * * 35) -13.509 (22 ----- 0) | 4, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 36) -13.248 ( 0 ----- 14) | 5, 3, 2, 5/2> -100 1.312 0.119 0.091 * * 37) -13.248 ( 0 ----- 15) | 5, 2, 1, 3/2> -100 -0.104 -0.009 0.091 * * 38) -13.248 ( 0 ----- 16) | 5, 1, 4, 9/2> -100 1.051 0.096 0.091 * * 39) -13.248 ( 0 ----- 17) | 5, 2, 3, 7/2> -100 -0.937 -0.085 0.091 * * 40) -13.248 ( 0 ----- 18) | 5, 2, 3, 7/2> -100 -4.317 -0.392 0.091 * * 41) -13.248 ( 0 ----- 19) | 5, 0, 5,11/2> -100 -0.003 0.000 0.091 * * 42) -9.048 ( 0 ----- 20) | 5, 4, 1, 3/2> -100 0.969 0.138 0.143 * * 43) -9.048 ( 0 ----- 21) | 5, 1, 0, 1/2> -100 -1.269 -0.181 0.143 * * 44) -9.048 ( 0 ----- 22) | 5, 1, 2, 5/2> -100 -1.538 -0.220 0.143 * * 45) -9.048 ( 0 ----- 23) | 5, 0, 3, 7/2> -100 -0.161 -0.023 0.143 * * 46) -8.612 ( 0 ----- 24) | 5, 2, 3, 5/2> -100 -0.424 0.039 -0.091 * * 47) -8.612 ( 0 ----- 25) | 5, 1, 4, 7/2> -100 -0.718 0.065 -0.091 * * 48) -8.612 ( 0 ----- 26) | 5, 3, 2, 3/2> -100 -0.645 0.059 -0.091 * * 49) -8.612 ( 0 ----- 27) | 5, 0, 5, 9/2> -100 0.035 -0.003 -0.091 * * 50) -8.612 ( 0 ----- 28) | 5, 2, 1, 1/2> -100 4.251 -0.386 -0.091 * * 51) -7.372 (23 ----- 0) | 6, 3, 3, 7/2> 100 -0.774 -0.060 0.077 * * 52) -7.372 (24 ----- 0) | 6, 3, 1, 1/2> 100 -1.167 -0.090 0.077 * * 53) -7.372 (25 ----- 0) | 6, 3, 1, 3/2> 100 2.354 0.181 0.077 * * 54) -7.372 (26 ----- 0) | 6, 2, 4, 9/2> 100 -1.548 -0.119 0.077 * * 55) -7.372 (27 ----- 0) | 6, 4, 2, 5/2> 100 -2.328 -0.179 0.077 * * 56) -7.372 (28 ----- 0) | 6, 0, 6,13/2> 100 -1.735 -0.133 0.077 * * 57) -7.372 (29 ----- 0) | 6, 1, 5,11/2> 100 1.698 0.131 0.077 * * 58) -7.274 ( 0 ----- 29) | 5, 4, 1, 1/2> -100 1.060 -0.151 -0.143 * * 59) -7.274 ( 0 ----- 30) | 5, 1, 2, 3/2> -100 0.414 -0.059 -0.143 * * 60) -7.274 ( 0 ----- 31) | 5, 0, 3, 5/2> -100 0.026 -0.004 -0.143 * * 61) -7.242 ( 0 ----- 32) | 5, 0, 1, 3/2> -100 0.026 0.009 0.333 * * 62) -7.242 ( 0 ----- 33) | 5, 5, 0, 1/2> -100 -1.026 -0.342 0.333 * * 63) -6.689 ( 0 ----- 34) | 5, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 64) -5.381 (30 ----- 0) | 6, 5, 1, 1/2> 100 -2.270 -0.252 0.111 * * 65) -5.381 (31 ----- 0) | 6, 5, 1, 3/2> 100 0.621 0.069 0.111 * * 66) -5.381 (32 ----- 0) | 6, 0, 4, 9/2> 100 -1.406 -0.156 0.111 * * 67) -5.381 (33 ----- 0) | 6, 1, 3, 7/2> 100 1.235 0.137 0.111 * * 68) -5.381 (34 ----- 0) | 6, 4, 2, 5/2> 100 -0.679 -0.075 0.111 * * 69) -3.807 (35 ----- 0) | 6, 3, 1, 1/2> 100 2.977 -0.229 -0.077 * * 70) -3.807 (36 ----- 0) | 6, 4, 2, 3/2> 100 -1.615 0.124 -0.077 * * 71) -3.807 (37 ----- 0) | 6, 3, 3, 5/2> 100 1.621 -0.125 -0.077 * * 72) -3.807 (38 ----- 0) | 6, 2, 4, 7/2> 100 0.183 -0.014 -0.077 * * 73) -3.807 (39 ----- 0) | 6, 0, 6,11/2> 100 -0.003 0.000 -0.077 * * 74) -3.807 (40 ----- 0) | 6, 1, 5, 9/2> 100 -0.163 0.013 -0.077 * * 75) -3.726 (41 ----- 0) | 6, 6, 0, 1/2> 100 -1.487 -0.297 0.200 * * 76) -3.726 (42 ----- 0) | 6, 0, 2, 5/2> 100 -0.599 -0.120 0.200 * * 77) -3.726 (43 ----- 0) | 6, 1, 1, 3/2> 100 0.586 0.117 0.200 * * 78) -3.332 (44 ----- 0) | 6, 5, 1, 1/2> 100 1.995 -0.222 -0.111 * * 79) -3.332 (45 ----- 0) | 6, 4, 2, 3/2> 100 -0.159 0.018 -0.111 * * 80) -3.332 (46 ----- 0) | 6, 0, 4, 7/2> 100 0.024 -0.003 -0.111 * * 81) -3.332 (47 ----- 0) | 6, 1, 3, 5/2> 100 0.140 -0.016 -0.111 * * 82) -3.329 ( 0 ----- 35) | 7, 4, 1, 3/2> -100 3.058 0.204 0.067 * * 83) -3.329 ( 0 ----- 36) | 7, 3, 2, 5/2> -100 -3.368 -0.225 0.067 * * 84) -3.329 ( 0 ----- 37) | 7, 4, 1, 1/2> -100 -1.506 -0.100 0.067 * * 85) -3.329 ( 0 ----- 38) | 7, 4, 3, 7/2> -100 1.053 0.070 0.067 * * 86) -3.329 ( 0 ----- 39) | 7, 3, 4, 9/2> -100 -3.220 -0.215 0.067 * * 87) -3.329 ( 0 ----- 40) | 7, 2, 5,11/2> -100 1.756 0.117 0.067 * * 88) -3.329 ( 0 ----- 41) | 7, 1, 6,13/2> -100 -1.770 -0.118 0.067 * * 89) -3.329 ( 0 ----- 42) | 7, 0, 7,15/2> -100 -0.002 0.000 0.067 * * 90) -3.231 (48 ----- 0) | 6, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 91) -3.077 (49 ----- 0) | 6, 1, 1, 1/2> 100 0.992 -0.198 -0.200 * * 92) -3.077 (50 ----- 0) | 6, 0, 2, 3/2> 100 0.008 -0.002 -0.200 * * 93) 1.072 ( 0 ----- 43) | 7, 2, 1, 3/2> -100 0.489 0.044 0.091 * * 94) 1.072 ( 0 ----- 44) | 7, 2, 1, 1/2> -100 -3.910 -0.355 0.091 * * 95) 1.072 ( 0 ----- 45) | 7, 5, 2, 5/2> -100 0.458 0.042 0.091 * * 96) 1.072 ( 0 ----- 46) | 7, 2, 3, 7/2> -100 0.854 0.078 0.091 * * 97) 1.072 ( 0 ----- 47) | 7, 1, 4, 9/2> -100 -0.886 -0.081 0.091 * * 98) 1.072 ( 0 ----- 48) | 7, 0, 5,11/2> -100 -0.007 -0.001 0.091 * * 99) 2.899 ( 0 ----- 49) | 7, 1, 0, 1/2> -100 -1.334 -0.191 0.143 * * 100) 2.899 ( 0 ----- 50) | 7, 6, 1, 3/2> -100 0.123 0.018 0.143 * * 101) 2.899 ( 0 ----- 51) | 7, 1, 2, 5/2> -100 -0.736 -0.105 0.143 * * 102) 2.899 ( 0 ----- 52) | 7, 0, 3, 7/2> -100 -0.053 -0.008 0.143 * * 103) 3.258 ( 0 ----- 53) | 7, 2, 1, 1/2> -100 2.528 -0.230 -0.091 * * 104) 3.258 ( 0 ----- 54) | 7, 5, 2, 3/2> -100 -0.068 0.006 -0.091 * * 105) 3.258 ( 0 ----- 55) | 7, 2, 3, 5/2> -100 -0.007 0.001 -0.091 * * 106) 3.258 ( 0 ----- 56) | 7, 1, 4, 7/2> -100 -0.481 0.044 -0.091 * * 107) 3.258 ( 0 ----- 57) | 7, 0, 5, 9/2> -100 0.528 -0.048 -0.091 * * 108) 3.563 (51 ----- 0) | 8, 4, 4, 9/2> 100 -0.056 -0.003 0.059 * * 109) 3.563 (52 ----- 0) | 8, 4, 2, 5/2> 100 4.022 0.237 0.059 * * 110) 3.563 (53 ----- 0) | 8, 4, 0, 1/2> 100 -2.552 -0.150 0.059 * * 111) 3.563 (54 ----- 0) | 8, 2, 6,13/2> 100 0.445 0.026 0.059 * * 112) 3.563 (55 ----- 0) | 8, 5, 1, 3/2> 100 -4.222 -0.248 0.059 * * 113) 3.563 (56 ----- 0) | 8, 3, 3, 7/2> 100 -1.938 -0.114 0.059 * * 114) 3.563 (57 ----- 0) | 8, 3, 5,11/2> 100 -0.221 -0.013 0.059 * * 115) 3.563 (58 ----- 0) | 8, 0, 8,17/2> 100 -0.638 -0.038 0.059 * * 116) 3.563 (59 ----- 0) | 8, 1, 7,15/2> 100 0.661 0.039 0.059 * * 117) 3.615 ( 0 ----- 58) | 7, 6, 1, 1/2> -100 1.453 -0.208 -0.143 * * 118) 3.615 ( 0 ----- 59) | 7, 1, 2, 3/2> -100 -0.222 0.032 -0.143 * * 119) 3.615 ( 0 ----- 60) | 7, 0, 3, 5/2> -100 0.269 -0.038 -0.143 * * 120) 3.750 ( 0 ----- 61) | 7, 4, 1, 1/2> -100 3.663 -0.244 -0.067 * * 121) 3.750 ( 0 ----- 62) | 7, 3, 2, 3/2> -100 1.002 -0.067 -0.067 * * 122) 3.750 ( 0 ----- 63) | 7, 3, 4, 7/2> -100 0.174 -0.012 -0.067 * * 123) 3.750 ( 0 ----- 64) | 7, 4, 3, 5/2> -100 -1.350 0.090 -0.067 * * 124) 3.750 ( 0 ----- 65) | 7, 2, 5, 9/2> -100 0.007 0.000 -0.067 * * 125) 3.750 ( 0 ----- 66) | 7, 1, 6,11/2> -100 -0.324 0.022 -0.067 * * 126) 3.750 ( 0 ----- 67) | 7, 0, 7,13/2> -100 0.328 -0.022 -0.067 * * 127) 3.800 ( 0 ----- 68) | 7, 7, 0, 1/2> -100 -0.989 -0.330 0.333 * * 128) 3.800 ( 0 ----- 69) | 7, 0, 1, 3/2> -100 -0.011 -0.004 0.333 * * 129) 4.199 ( 0 ----- 70) | 7, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 130) 7.590 (60 ----- 0) | 8, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 131) 7.593 (61 ----- 0) | 8, 7, 1, 3/2> 100 1.650 0.127 0.077 * * 132) 7.593 (62 ----- 0) | 8, 2, 0, 1/2> 100 -3.079 -0.237 0.077 * * 133) 7.593 (63 ----- 0) | 8, 2, 4, 9/2> 100 0.876 0.067 0.077 * * 134) 7.593 (64 ----- 0) | 8, 0, 6,13/2> 100 -1.868 -0.144 0.077 * * 135) 7.593 (65 ----- 0) | 8, 0, 6,13/2> 100 -0.899 -0.069 0.077 * * 136) 7.593 (66 ----- 0) | 8, 1, 5,11/2> 100 1.173 0.090 0.077 * * 137) 7.593 (67 ----- 0) | 8, 5, 3, 7/2> 100 -1.353 -0.104 0.077 * * 138) 8.095 (68 ----- 0) | 8, 0, 2, 5/2> 100 0.056 0.011 0.200 * * 139) 8.095 (69 ----- 0) | 8, 8, 0, 1/2> 100 -1.645 -0.329 0.200 * * 140) 8.095 (70 ----- 0) | 8, 3, 1, 3/2> 100 0.089 0.018 0.200 * * 141) 8.411 (71 ----- 0) | 8, 1, 1, 3/2> 100 -0.448 -0.050 0.111 * * 142) 8.411 (72 ----- 0) | 8, 1, 1, 1/2> 100 -2.060 -0.229 0.111 * * 143) 8.411 (73 ----- 0) | 8, 4, 2, 5/2> 100 0.011 0.001 0.111 * * 144) 8.411 (74 ----- 0) | 8, 0, 4, 9/2> 100 -1.491 -0.166 0.111 * * 145) 8.411 (75 ----- 0) | 8, 0, 4, 9/2> 100 1.488 0.165 0.111 * * 146) 8.582 (76 ----- 0) | 8, 3, 1, 1/2> 100 1.009 -0.202 -0.200 * * 147) 8.582 (77 ----- 0) | 8, 0, 2, 3/2> 100 -0.009 0.002 -0.200 * * 148) 9.203 (78 ----- 0) | 8, 1, 1, 1/2> 100 2.089 -0.232 -0.111 * * 149) 9.203 (79 ----- 0) | 8, 4, 2, 3/2> 100 -0.145 0.016 -0.111 * * 150) 9.203 (80 ----- 0) | 8, 1, 3, 5/2> 100 0.055 -0.006 -0.111 * * 151) 9.203 (81 ----- 0) | 8, 0, 4, 7/2> 100 0.001 0.000 -0.111 * * 152) 9.580 (82 ----- 0) | 8, 6, 2, 3/2> 100 -1.746 0.134 -0.077 * * 153) 9.580 (83 ----- 0) | 8, 2, 4, 7/2> 100 -0.181 0.014 -0.077 * * 154) 9.580 (84 ----- 0) | 8, 2, 4, 7/2> 100 1.754 -0.135 -0.077 * * 155) 9.580 (85 ----- 0) | 8, 0, 6,11/2> 100 0.488 -0.038 -0.077 * * 156) 9.580 (86 ----- 0) | 8, 5, 3, 5/2> 100 1.017 -0.078 -0.077 * * 157) 9.580 (87 ----- 0) | 8, 1, 5, 9/2> 100 1.668 -0.128 -0.077 * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] NEUTRONS * * * ******************************************************************************* * * * Q00 =126.0000 ............. ............. ............. ............. * * * * Q10 = ZERO Q11 = ZERO ............. ............. ............. * * * * Q20 = 4.5E-07 Q21 =-1.2E-10 Q22 = 9.7E-10 ............. ............. * * * * Q30 = ZERO Q31 = ZERO Q32 = ZERO Q33 = ZERO ............. * * * * Q40 =-2.0E-09 Q41 = ZERO Q42 = 1.3E-09 Q43 = ZERO Q44 =-1.9E-09 * * * ******************************************************************************* ******************************************************************************* * * * ROOT-MEAN-SQUARE AND GEOMETRIC SIZES IN FERMIS NEUTRONS * * * * R_RMS = 5.6365 X_RMS = 3.2542 Y_RMS = 3.2542 Z_RMS = 3.2542 * * * * R_GEO = 7.2766 X_GEO = 7.2766 Y_GEO = 7.2766 Z_GEO = 7.2766 * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) NEUTRONS * * * ******************************************************************************* * * * B10 = ZERO B11 = ZERO ............. ............. ............. * * * * B20 = 8.8E-09 B21 = ZERO B22 = ZERO ............. ............. * * * * B30 = ZERO B31 = ZERO B32 = ZERO B33 = ZERO ............. * * * * B40 =-2.4E-10 B41 = ZERO B42 = 2.2E-10 B43 = ZERO B44 =-3.2E-10 * * * ******************************************************************************* * * * BOHR DENSITY = 0.0781 FM^(-3) BOHR RADIUS = 7.2766 FM * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-QUASIPARTICLE PROPERTIES: PROTONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) PARITY V2QUAP EEQUIV DEQUIV V_CORR * * * * 29) 9.953 ( 0, 0, 8, 0) -1.000 0.99974 -16.090 0.323 1.00000 * * 30) 9.953 ( 0, 0, 0, 8) -1.000 0.99974 -16.090 0.323 1.00000 * * 31) 9.953 ( 0, 0, 9, 0) -1.000 0.99974 -16.090 0.323 1.00000 * * 32) 9.953 ( 0, 0, 0, 9) -1.000 0.99974 -16.090 0.323 1.00000 * * 33) 9.953 ( 0, 0, 0,10) -1.000 0.99974 -16.090 0.323 1.00000 * * 34) 9.953 ( 0, 0,10, 0) -1.000 0.99974 -16.090 0.323 1.00000 * * 35) 8.538 ( 0, 0,11, 0) -1.000 0.99962 -14.675 0.332 1.00000 * * 36) 8.538 ( 0, 0, 0,11) -1.000 0.99962 -14.675 0.332 1.00000 * * 37) 8.538 ( 0, 0,12, 0) -1.000 0.99962 -14.675 0.332 1.00000 * * 38) 8.538 ( 0, 0, 0,12) -1.000 0.99962 -14.675 0.332 1.00000 * * 39) 7.589 ( 0, 0, 0,13) -1.000 0.99951 -13.724 0.335 1.00000 * * 40) 7.589 ( 0, 0,13, 0) -1.000 0.99951 -13.724 0.335 1.00000 * * 41) 7.323 ( 0, 8, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 42) 7.323 ( 8, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 43) 7.323 ( 9, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 44) 7.323 ( 0, 9, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 45) 7.323 (10, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 46) 7.323 ( 0,10, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 47) 7.323 ( 0,11, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 48) 7.323 (11, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 49) 7.323 (12, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 50) 7.323 ( 0,12, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 51) 3.188 (13, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 52) 3.188 ( 0,13, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 53) 3.188 (14, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 54) 3.188 ( 0,14, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 55) 3.188 ( 0,15, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 56) 3.188 (15, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 57) 3.188 (16, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 58) 3.188 ( 0,16, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 59) 2.626 ( 0,17, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 60) 2.626 (17, 0, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 61) 2.626 (18, 0, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 62) 2.626 ( 0,18, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 63) 2.626 ( 0,19, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 64) 2.626 (19, 0, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 65) 1.491 ( 0, 0,14, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 66) 1.491 ( 0, 0, 0,14) -1.000 0.98898 -7.601 0.311 1.00000 * * 67) 1.491 ( 0, 0, 0,15) -1.000 0.98898 -7.601 0.311 1.00000 * * 68) 1.491 ( 0, 0,15, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 69) 1.491 ( 0, 0, 0,16) -1.000 0.98898 -7.601 0.311 1.00000 * * 70) 1.491 ( 0, 0,16, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 71) 1.491 ( 0, 0,17, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 72) 1.491 ( 0, 0, 0,17) -1.000 0.98898 -7.601 0.311 1.00000 * * 73) 1.491 ( 0, 0, 0,18) -1.000 0.98898 -7.601 0.311 1.00000 * * 74) 1.491 ( 0, 0,18, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 75) 1.491 ( 0, 0,19, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 76) 1.491 ( 0, 0, 0,19) -1.000 0.98898 -7.601 0.311 1.00000 * * 77) 0.994 (20, 0, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 78) 0.994 ( 0,20, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 79) 0.994 (21, 0, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 80) 0.994 ( 0,21, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 81) 0.730 ( 0,22, 0, 0) 1.000 0.94825 -6.798 0.324 1.00000 * * 82) 0.730 (22, 0, 0, 0) 1.000 0.94825 -6.798 0.324 1.00000 * * 83) 1.089 ( 0, 0,20, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 84) 1.089 ( 0, 0, 0,20) -1.000 0.01896 -5.096 0.297 1.00000 * * 85) 1.089 ( 0, 0, 0,21) -1.000 0.01896 -5.096 0.297 1.00000 * * 86) 1.089 ( 0, 0,21, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 87) 1.089 ( 0, 0,22, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 88) 1.089 ( 0, 0, 0,22) -1.000 0.01896 -5.096 0.297 1.00000 * * 89) 1.089 ( 0, 0,23, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 90) 1.089 ( 0, 0, 0,23) -1.000 0.01896 -5.096 0.297 1.00000 * * 91) 1.439 ( 0, 0,24, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 92) 1.439 ( 0, 0, 0,24) -1.000 0.01189 -4.738 0.312 1.00000 * * 93) 1.439 ( 0, 0, 0,25) -1.000 0.01189 -4.738 0.312 1.00000 * * 94) 1.439 ( 0, 0,25, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 95) 1.439 ( 0, 0,26, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 96) 1.439 ( 0, 0, 0,26) -1.000 0.01189 -4.738 0.312 1.00000 * * 97) 1.439 ( 0, 0, 0,27) -1.000 0.01189 -4.738 0.312 1.00000 * * 98) 1.439 ( 0, 0,27, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 99) 1.439 ( 0, 0, 0,28) -1.000 0.01189 -4.738 0.312 1.00000 * * 100) 1.439 ( 0, 0,28, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 101) 2.087 (23, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 102) 2.087 ( 0,23, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 103) 2.087 (24, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 104) 2.087 ( 0,24, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 105) 2.087 ( 0,25, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 106) 2.087 (25, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 107) 2.087 (26, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 108) 2.087 ( 0,26, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 109) 2.087 (27, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 110) 2.087 ( 0,27, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 111) 2.087 ( 0,28, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 112) 2.087 (28, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 113) 2.087 ( 0,29, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 114) 2.087 (29, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 115) 3.350 ( 0, 0,29, 0) -1.000 0.00197 -2.806 0.297 1.00000 * * 116) 3.350 ( 0, 0, 0,29) -1.000 0.00197 -2.806 0.297 1.00000 * * 117) 3.350 ( 0, 0,30, 0) -1.000 0.00197 -2.806 0.297 1.00000 * * 118) 3.350 ( 0, 0, 0,30) -1.000 0.00197 -2.806 0.297 1.00000 * * 119) 3.350 ( 0, 0,31, 0) -1.000 0.00197 -2.806 0.297 1.00000 * * 120) 3.350 ( 0, 0, 0,31) -1.000 0.00197 -2.806 0.297 1.00000 * * 121) 3.652 ( 0, 0, 0,32) -1.000 0.00151 -2.503 0.284 1.00000 * * 122) 3.652 ( 0, 0,32, 0) -1.000 0.00151 -2.503 0.284 1.00000 * * 123) 3.652 ( 0, 0, 0,33) -1.000 0.00151 -2.503 0.284 1.00000 * * 124) 3.652 ( 0, 0,33, 0) -1.000 0.00151 -2.503 0.284 1.00000 * * 125) 4.418 ( 0, 0,34, 0) -1.000 0.00105 -1.734 0.286 1.00000 * * 126) 4.418 ( 0, 0, 0,34) -1.000 0.00105 -1.734 0.286 1.00000 * * 127) 7.857 ( 0,30, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 128) 7.857 (30, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 129) 7.857 (31, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 130) 7.857 ( 0,31, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 131) 7.857 ( 0,32, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 132) 7.857 (32, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 133) 7.857 (33, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 134) 7.857 ( 0,33, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 135) 7.857 (34, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 136) 7.857 ( 0,34, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 137) 9.003 ( 0, 0,35, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 138) 9.003 ( 0, 0, 0,35) -1.000 0.00027 2.855 0.298 1.00000 * * 139) 9.003 ( 0, 0,36, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 140) 9.003 ( 0, 0, 0,36) -1.000 0.00027 2.855 0.298 1.00000 * * 141) 9.003 ( 0, 0,37, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 142) 9.003 ( 0, 0, 0,37) -1.000 0.00027 2.855 0.298 1.00000 * * 143) 9.003 ( 0, 0,38, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 144) 9.003 ( 0, 0, 0,38) -1.000 0.00027 2.855 0.298 1.00000 * * 145) 9.003 ( 0, 0,39, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 146) 9.003 ( 0, 0, 0,39) -1.000 0.00027 2.855 0.298 1.00000 * * 147) 9.003 ( 0, 0,40, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 148) 9.003 ( 0, 0, 0,40) -1.000 0.00027 2.855 0.298 1.00000 * * 149) 9.003 ( 0, 0, 0,41) -1.000 0.00027 2.855 0.298 1.00000 * * 150) 9.003 ( 0, 0,41, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 151) 9.003 ( 0, 0,42, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 152) 9.003 ( 0, 0, 0,42) -1.000 0.00027 2.855 0.298 1.00000 * * 153) 9.288 ( 0,35, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 154) 9.288 (35, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 155) 9.288 (36, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 156) 9.288 ( 0,36, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 157) 9.288 ( 0,37, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 158) 9.288 (37, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 159) 9.288 ( 0,38, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 160) 9.288 (38, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 161) 9.288 ( 0,39, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 162) 9.288 (39, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 163) 9.288 (40, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 164) 9.288 ( 0,40, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * * * 910) TOTAL= (252,252,203,203) * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-PARTICLE PROPERTIES: HFB MEAN FIELD PROTONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) | N,nz,lz,OMEz>

GFACT * * * * 1) -31.045 ( 1 ----- 0) | 0, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 2) -27.738 ( 0 ----- 1) | 1, 1, 0, 1/2> -100 -1.000 -0.333 0.333 * * 3) -27.738 ( 0 ----- 2) | 1, 0, 1, 3/2> -100 0.000 0.000 0.333 * * 4) -27.113 ( 0 ----- 3) | 1, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 5) -23.588 ( 2 ----- 0) | 2, 0, 2, 5/2> 100 -0.428 -0.086 0.200 * * 6) -23.588 ( 3 ----- 0) | 2, 1, 1, 1/2> 100 -0.720 -0.144 0.200 * * 7) -23.588 ( 4 ----- 0) | 2, 1, 1, 3/2> 100 -0.352 -0.070 0.200 * * 8) -22.082 ( 5 ----- 0) | 2, 1, 1, 1/2> 100 0.591 -0.118 -0.200 * * 9) -22.082 ( 6 ----- 0) | 2, 0, 2, 3/2> 100 0.409 -0.082 -0.200 * * 10) -20.359 ( 7 ----- 0) | 2, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 11) -18.794 ( 0 ----- 4) | 3, 0, 3, 7/2> -100 -0.033 -0.005 0.143 * * 12) -18.794 ( 0 ----- 5) | 3, 1, 2, 5/2> -100 -1.712 -0.245 0.143 * * 13) -18.794 ( 0 ----- 6) | 3, 1, 0, 1/2> -100 -1.983 -0.283 0.143 * * 14) -18.794 ( 0 ----- 7) | 3, 1, 2, 5/2> -100 1.728 0.247 0.143 * * 15) -16.091 ( 0 ----- 8) | 3, 0, 3, 5/2> -100 0.667 -0.095 -0.143 * * 16) -16.091 ( 0 ----- 9) | 3, 2, 1, 1/2> -100 1.500 -0.214 -0.143 * * 17) -16.091 ( 0 ----- 10) | 3, 1, 2, 3/2> -100 -0.667 0.095 -0.143 * * 18) -14.675 ( 0 ----- 11) | 3, 3, 0, 1/2> -100 -1.002 -0.334 0.333 * * 19) -14.675 ( 0 ----- 12) | 3, 0, 1, 3/2> -100 0.002 0.001 0.333 * * 20) -13.725 ( 0 ----- 13) | 3, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 21) -13.460 ( 8 ----- 0) | 4, 2, 0, 1/2> 100 -2.165 -0.241 0.111 * * 22) -13.460 ( 9 ----- 0) | 4, 2, 2, 5/2> 100 1.878 0.209 0.111 * * 23) -13.460 (10 ----- 0) | 4, 1, 3, 7/2> 100 -0.136 -0.015 0.111 * * 24) -13.460 (11 ----- 0) | 4, 3, 1, 3/2> 100 -2.264 -0.252 0.111 * * 25) -13.460 (12 ----- 0) | 4, 0, 4, 9/2> 100 0.186 0.021 0.111 * * 26) -9.315 (13 ----- 0) | 4, 1, 3, 5/2> 100 -1.071 0.119 -0.111 * * 27) -9.315 (14 ----- 0) | 4, 3, 1, 1/2> 100 1.275 -0.142 -0.111 * * 28) -9.315 (15 ----- 0) | 4, 1, 3, 5/2> 100 1.789 -0.199 -0.111 * * 29) -9.315 (16 ----- 0) | 4, 0, 4, 7/2> 100 0.007 -0.001 -0.111 * * 30) -8.751 (17 ----- 0) | 4, 0, 2, 5/2> 100 -0.810 -0.162 0.200 * * 31) -8.751 (18 ----- 0) | 4, 0, 2, 5/2> 100 -1.036 -0.207 0.200 * * 32) -8.751 (19 ----- 0) | 4, 1, 1, 3/2> 100 0.347 0.069 0.200 * * 33) -7.601 ( 0 ----- 14) | 5, 2, 1, 3/2> -100 0.336 0.031 0.091 * * 34) -7.601 ( 0 ----- 15) | 5, 3, 0, 1/2> -100 -3.125 -0.284 0.091 * * 35) -7.601 ( 0 ----- 16) | 5, 2, 3, 7/2> -100 -2.059 -0.187 0.091 * * 36) -7.601 ( 0 ----- 17) | 5, 3, 2, 5/2> -100 1.103 0.100 0.091 * * 37) -7.601 ( 0 ----- 18) | 5, 0, 5,11/2> -100 0.000 0.000 0.091 * * 38) -7.601 ( 0 ----- 19) | 5, 1, 4, 9/2> -100 0.745 0.068 0.091 * * 39) -7.087 (20 ----- 0) | 4, 1, 1, 1/2> 100 0.705 -0.141 -0.200 * * 40) -7.087 (21 ----- 0) | 4, 0, 2, 3/2> 100 0.295 -0.059 -0.200 * * 41) -6.798 (22 ----- 0) | 4, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 42) -5.096 ( 0 ----- 20) | 5, 1, 0, 1/2> -100 -1.772 -0.253 0.143 * * 43) -5.096 ( 0 ----- 21) | 5, 4, 1, 3/2> -100 -0.592 -0.085 0.143 * * 44) -5.096 ( 0 ----- 22) | 5, 0, 3, 7/2> -100 -0.122 -0.017 0.143 * * 45) -5.096 ( 0 ----- 23) | 5, 1, 2, 5/2> -100 0.486 0.069 0.143 * * 46) -4.738 ( 0 ----- 24) | 5, 3, 2, 3/2> -100 -0.590 0.054 -0.091 * * 47) -4.738 ( 0 ----- 25) | 5, 2, 1, 1/2> -100 3.117 -0.283 -0.091 * * 48) -4.738 ( 0 ----- 26) | 5, 1, 4, 7/2> -100 1.823 -0.166 -0.091 * * 49) -4.738 ( 0 ----- 27) | 5, 2, 3, 5/2> -100 -0.898 0.082 -0.091 * * 50) -4.738 ( 0 ----- 28) | 5, 0, 5, 9/2> -100 -0.951 0.086 -0.091 * * 51) -4.079 (23 ----- 0) | 6, 4, 2, 5/2> 100 0.756 0.058 0.077 * * 52) -4.079 (24 ----- 0) | 6, 3, 1, 3/2> 100 -0.747 -0.057 0.077 * * 53) -4.079 (25 ----- 0) | 6, 4, 0, 1/2> 100 -3.412 -0.262 0.077 * * 54) -4.079 (26 ----- 0) | 6, 0, 6,13/2> 100 -0.630 -0.048 0.077 * * 55) -4.079 (27 ----- 0) | 6, 3, 3, 7/2> 100 2.088 0.161 0.077 * * 56) -4.079 (28 ----- 0) | 6, 2, 4, 9/2> 100 -2.189 -0.168 0.077 * * 57) -4.079 (29 ----- 0) | 6, 1, 5,11/2> 100 0.634 0.049 0.077 * * 58) -2.806 ( 0 ----- 29) | 5, 4, 1, 1/2> -100 1.413 -0.202 -0.143 * * 59) -2.806 ( 0 ----- 30) | 5, 1, 2, 3/2> -100 0.425 -0.061 -0.143 * * 60) -2.806 ( 0 ----- 31) | 5, 0, 3, 5/2> -100 -0.339 0.048 -0.143 * * 61) -2.503 ( 0 ----- 32) | 5, 5, 0, 1/2> -100 -0.998 -0.333 0.333 * * 62) -2.503 ( 0 ----- 33) | 5, 0, 1, 3/2> -100 -0.002 -0.001 0.333 * * 63) -1.734 ( 0 ----- 34) | 5, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 64) 1.708 (30 ----- 0) | 6, 5, 1, 1/2> 100 -2.540 -0.282 0.111 * * 65) 1.708 (31 ----- 0) | 6, 5, 1, 3/2> 100 2.112 0.235 0.111 * * 66) 1.708 (32 ----- 0) | 6, 0, 4, 9/2> 100 -0.309 -0.034 0.111 * * 67) 1.708 (33 ----- 0) | 6, 4, 2, 5/2> 100 -2.066 -0.230 0.111 * * 68) 1.708 (34 ----- 0) | 6, 1, 3, 7/2> 100 0.303 0.034 0.111 * * 69) 2.855 ( 0 ----- 35) | 7, 4, 1, 1/2> -100 -4.705 -0.314 0.067 * * 70) 2.855 ( 0 ----- 36) | 7, 4, 1, 3/2> -100 0.233 0.016 0.067 * * 71) 2.855 ( 0 ----- 37) | 7, 4, 3, 7/2> -100 -0.021 -0.001 0.067 * * 72) 2.855 ( 0 ----- 38) | 7, 3, 2, 5/2> -100 0.514 0.034 0.067 * * 73) 2.855 ( 0 ----- 39) | 7, 0, 7,15/2> -100 -0.025 -0.002 0.067 * * 74) 2.855 ( 0 ----- 40) | 7, 2, 5,11/2> -100 1.336 0.089 0.067 * * 75) 2.855 ( 0 ----- 41) | 7, 1, 6,13/2> -100 -1.342 -0.089 0.067 * * 76) 2.855 ( 0 ----- 42) | 7, 3, 4, 9/2> -100 0.009 0.001 0.067 * * 77) 3.139 (35 ----- 0) | 6, 3, 1, 1/2> 100 2.979 -0.229 -0.077 * * 78) 3.139 (36 ----- 0) | 6, 4, 2, 3/2> 100 2.721 -0.209 -0.077 * * 79) 3.139 (37 ----- 0) | 6, 3, 3, 5/2> 100 -2.731 0.210 -0.077 * * 80) 3.139 (38 ----- 0) | 6, 2, 4, 7/2> 100 0.887 -0.068 -0.077 * * 81) 3.139 (39 ----- 0) | 6, 1, 5, 9/2> 100 -0.859 0.066 -0.077 * * 82) 3.139 (40 ----- 0) | 6, 0, 6,11/2> 100 0.003 0.000 -0.077 * * 83) 4.579 (41 ----- 0) | 6, 5, 1, 1/2> 100 2.002 -0.222 -0.111 * * 84) 4.579 (42 ----- 0) | 6, 4, 2, 3/2> 100 0.206 -0.023 -0.111 * * 85) 4.579 (43 ----- 0) | 6, 1, 3, 5/2> 100 -0.200 0.022 -0.111 * * 86) 4.579 (44 ----- 0) | 6, 0, 4, 7/2> 100 -0.008 0.001 -0.111 * * 87) 5.554 (45 ----- 0) | 6, 6, 0, 1/2> 100 -1.444 -0.289 0.200 * * 88) 5.554 (46 ----- 0) | 6, 0, 2, 5/2> 100 0.139 0.028 0.200 * * 89) 5.554 (47 ----- 0) | 6, 1, 1, 3/2> 100 -0.195 -0.039 0.200 * * 90) 6.548 (48 ----- 0) | 6, 1, 1, 1/2> 100 0.963 -0.193 -0.200 * * 91) 6.548 (49 ----- 0) | 6, 0, 2, 3/2> 100 0.037 -0.007 -0.200 * * 92) 7.612 (50 ----- 0) | 6, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 93) 9.442 ( 0 ----- 43) | 7, 2, 1, 3/2> -100 1.607 0.146 0.091 * * 94) 9.442 ( 0 ----- 44) | 7, 2, 1, 1/2> -100 -2.421 -0.220 0.091 * * 95) 9.442 ( 0 ----- 45) | 7, 5, 2, 5/2> -100 -1.560 -0.142 0.091 * * 96) 9.442 ( 0 ----- 46) | 7, 2, 3, 7/2> -100 0.265 0.024 0.091 * * 97) 9.442 ( 0 ----- 47) | 7, 0, 5,11/2> -100 0.001 0.000 0.091 * * 98) 9.442 ( 0 ----- 48) | 7, 1, 4, 9/2> -100 -0.891 -0.081 0.091 * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] PROTONS * * * ******************************************************************************* * * * Q00 = 82.0000 ............. ............. ............. ............. * * * * Q10 = ZERO Q11 = ZERO ............. ............. ............. * * * * Q20 = 2.5E-07 Q21 = ZERO Q22 =-2.9E-09 ............. ............. * * * * Q30 = ZERO Q31 = ZERO Q32 = ZERO Q33 = ZERO ............. * * * * Q40 = 1.3E-09 Q41 = ZERO Q42 =-2.7E-09 Q43 = ZERO Q44 = 9.4E-09 * * * ******************************************************************************* ******************************************************************************* * * * ROOT-MEAN-SQUARE AND GEOMETRIC SIZES IN FERMIS PROTONS * * * * R_RMS = 5.4540 X_RMS = 3.1488 Y_RMS = 3.1488 Z_RMS = 3.1488 * * * * R_GEO = 7.0410 X_GEO = 7.0410 Y_GEO = 7.0410 Z_GEO = 7.0410 * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) PROTONS * * * ******************************************************************************* * * * B10 = ZERO B11 = ZERO ............. ............. ............. * * * * B20 = 8.1E-09 B21 = ZERO B22 = ZERO ............. ............. * * * * B30 = ZERO B31 = ZERO B32 = ZERO B33 = ZERO ............. * * * * B40 = 2.8E-10 B41 = ZERO B42 =-8.0E-10 B43 = ZERO B44 = 2.7E-09 * * * ******************************************************************************* * * * BOHR DENSITY = 0.0561 FM^(-3) BOHR RADIUS = 7.0410 FM * * * ******************************************************************************* ******************************************************************************* * * * HFB PAIRING PROPERTIES NEUTRONS * * * * STRENGTH= 0.0501 GAP= 0.2828 FERMI ENERGY= -6.1064 ENERGY= -1.5972 * * * * LIPKIN-NOGAMI: GAP= 0.8963 LAMBDA2 PAR.= 0.6135 ENERGY= -1.0666 * * * ******************************************************************************* ******************************************************************************* * * * HFB PAIRING PROPERTIES PROTONS * * * * STRENGTH= 0.0650 GAP= 0.3181 FERMI ENERGY= -6.1431 ENERGY= -1.5573 * * * * LIPKIN-NOGAMI: GAP= 1.0384 LAMBDA2 PAR.= 0.7203 ENERGY= -1.1018 * * * ******************************************************************************* ******************************************************************************* * * * DENSITY INTEGRALS IN THE SKYRME FUNCTIONAL * * * ******************************************************************************* * * * TOTAL(T) SUM(S) ISOSCALAR(P) ISOVECTOR(M) * * -------- ------ ------------ ------------ * * DRHO_ = 24.686355 12.785368 24.686355 0.884381 * * DRHOD = 12.860998 6.652599 12.860998 0.444199 * * DLPR_ = -4.085599 -2.101011 -4.085599 -0.116424 * * DTAU_ = 22.716553 11.993195 22.716553 1.269836 * * DSCU_ = 0.201097 0.103891 0.201097 0.006685 * * DDIV_ = 1.052941 0.537849 1.052941 0.022758 * * * * DSPI_ = 0.000000 0.000000 0.000000 0.000000 * * DSPID = 0.000000 0.000000 0.000000 0.000000 * * DLPS_ = 0.000000 0.000000 0.000000 0.000000 * * DCUR_ = 0.000000 0.000000 0.000000 0.000000 * * DKIS_ = 0.000000 0.000000 0.000000 0.000000 * * DROT_ = 0.000000 0.000000 0.000000 0.000000 * * * ******************************************************************************* ******************************************************************************* * * * CONTRIBUTIONS TO ENERGY IN THE SKYRME FUNCTIONAL * * * ******************************************************************************* * * * TOTAL(T) SUM(S) ISOSCALAR(P) ISOVECTOR(M) * * -------- ------ ------------ ------------ * * ERHO_ = -23363.967019 6138.242918 -17438.019444 212.295342 * * ERHOD = 12062.634149 -918.749088 11174.557875 -30.672814 * * ELPR_ = -1.478987 233.727414 225.772642 6.475785 * * ETAU_ = 733.112611 -1083.930937 -293.435190 -57.383136 * * ESCU_ = 0.000000 0.000000 0.000000 0.000000 * * EDIV_ = -131.787133 49.084337 -83.741230 1.038434 * * ============ ============ ============ ============ * * SUM EVEN: -10701.486379 4418.374643 -6414.865347 131.753611 * * * * ESPI_ = 0.000000 0.000000 0.000000 0.000000 * * ESPID = 0.000000 0.000000 0.000000 0.000000 * * ELPS_ = 0.000000 0.000000 0.000000 0.000000 * * ECUR_ = 0.000000 0.000000 0.000000 0.000000 * * EKIS_ = 0.000000 0.000000 0.000000 0.000000 * * EROT_ = 0.000000 0.000000 0.000000 0.000000 * * ============ ============ ============ ============ * * SUM ODD: 0.000000 0.000000 0.000000 0.000000 * * * ******************************************************************************* ******************************************************************************* * * * EULER ANGLES OF THE PRINCIPAL-AXES FRAME IN DEGREES TOTAL * * * * ALPHA =180.00000 BETA = 0.02000 GAMMA = 90.00000 * * * ******************************************************************************* ******************************************************************************* * * * ROOT-MEAN-SQUARE AND GEOMETRIC SIZES IN FERMIS TOTAL * * * * R_RMS = 5.5652 X_RMS = 3.2131 Y_RMS = 3.2131 Z_RMS = 3.2131 * * * * R_GEO = 7.1847 X_GEO = 7.1847 Y_GEO = 7.1847 Z_GEO = 7.1847 * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] TOTAL * * * ******************************************************************************* * * * Q00 =208.0000 ............. ............. ............. ............. * * * * Q10 = ZERO Q11 = ZERO ............. ............. ............. * * * * Q20 = 7.0E-07 Q21 =-1.2E-10 Q22 =-1.9E-09 ............. ............. * * * * Q30 = ZERO Q31 = ZERO Q32 = ZERO Q33 = ZERO ............. * * * * Q40 =-7.0E-10 Q41 = ZERO Q42 =-1.4E-09 Q43 = ZERO Q44 = 7.4E-09 * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) TOTAL * * * ******************************************************************************* * * * B10 = ZERO B11 = ZERO ............. ............. ............. * * * * B20 = 8.6E-09 B21 = ZERO B22 = ZERO ............. ............. * * * * B30 = ZERO B31 = ZERO B32 = ZERO B33 = ZERO ............. * * * * B40 = ZERO B41 = ZERO B42 =-1.5E-10 B43 = ZERO B44 = 7.9E-10 * * * ******************************************************************************* * * * BOHR DENSITY = 0.1339 FM^(-3) BOHR RADIUS = 7.1847 FM * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] [INTRINSIC FRAME] TOTAL * * * * REAL PART FOR A NON-NEGATIVE PROJECTION * * IMAGINARY PART FOR A NEGATIVE PROJECTION * * * ******************************************************************************* * * * Q00 =208.0000 ............. ............. ............. ............. * * ............. ............. ............. ............. * * * * Q10 = ZERO Q1+1= ZERO ............. ............. ............. * * Q1-1= ZERO ............. ............. ............. * * * * Q20 = 7.0E-07 Q2+1= ZERO Q2+2= 1.9E-09 ............. ............. * * Q2-1= ZERO Q2-2= ZERO ............. ............. * * * * Q30 = ZERO Q3+1= ZERO Q3+2= ZERO Q3+3= ZERO ............. * * Q3-1= ZERO Q3-2= ZERO Q3-3= ZERO ............. * * * * Q40 =-7.0E-10 Q4+1= ZERO Q4+2= 1.4E-09 Q4+3= ZERO Q4+4= 7.4E-09 * * Q4-1= ZERO Q4-2= ZERO Q4-3= ZERO Q4-4= ZERO * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) [INTRINSIC FRAME] TOTAL * * * * REAL PART FOR A NON-NEGATIVE PROJECTION * * IMAGINARY PART FOR A NEGATIVE PROJECTION * * * ******************************************************************************* * * * B10 = ZERO B1+1= ZERO ............. ............. ............. * * B1-1= ZERO ............. ............. ............. * * * * B20 = 8.6E-09 B2+1= ZERO B2+2= ZERO ............. ............. * * B2-1= ZERO B2-2= ZERO ............. ............. * * * * B30 = ZERO B3+1= ZERO B3+2= ZERO B3+3= ZERO ............. * * B3-1= ZERO B3-2= ZERO B3-3= ZERO ............. * * * * B40 = ZERO B4+1= ZERO B4+2= 1.5E-10 B4+3= ZERO B4+4= 7.9E-10 * * B4-1= ZERO B4-2= ZERO B4-3= ZERO B4-4= ZERO * * * ******************************************************************************* * * * BOHR DENSITY = 0.1339 FM^(-3) BOHR RADIUS = 7.1847 FM * * * ******************************************************************************* ******************************************************************************* * * * ENERGIES (MEV) * * * ******************************************************************************* * * * KINETIC: (NEU)= 2510.621873 (PRO)= 1345.229607 (TOT)= 3855.851480 * * SUM EPS: (NEU)= -2013.276080 (PRO)= -1224.122882 (TOT)= -3237.398962 * * PAIRING: (NEU)= -1.597184 (PRO)= -1.557266 (TOT)= -3.154450 * * P-REARR: (NEU)= 0.470019 (PRO)= 0.486736 (TOT)= 0.956755 * * ELIPKIN: (NEU)= -1.066568 (PRO)= -1.101815 (TOT)= -2.168383 * * * * PAIRGAP: (NEU)= 0.282827 (PRO)= 0.318050 THIS SPACE IS EMPTY * * E-FERMI: (NEU)= -6.106365 (PRO)= -6.143085 AND AWAITS YOUR AD * * LAMBDA2: (NEU)= 0.613516 (PRO)= 0.720315 AS SOON AS YOU PAY * * * * COULOMB: (DIR)= 828.293121 (EXC)= -31.326040 (TOT)= 796.967081 * * * * CONSTR. (MULT)= 0.000000 SLOPE= 0.000000 CORR.= 0.000000 * * CONSTR. (SURF)= 0.000000 SLOPE= 0.000000 CORR.= 0.000000 * * CONSTR. (SPIN)= 0.000000 SLOPE= 0.000000 CORR.= 0.000000 * * * * REARRANGEMENT ENERGY FROM THE SKYRME DENSITY-DEPENDENT TERMS= 1793.920271 * * ROUTHIAN (TOTAL ENERGY PLUS MULTIPOLE AND SPIN CONSTRAINTS)= -1635.616008 * * * * SPIN-ORB (EVE)= -82.702796 (ODD)= 0.000000 (TOT)= -82.702796 * * SKYRME: (EVE)= -6283.111736 (ODD)= 0.000000 (TOT)= -6283.111736 * * * * TOTAL: (STAB)= -5.61E-06 (SP)= -1635.616014 (FUN)= -1635.616008 * * * ******************************************************************************* ******************************************************************************* * * * CONVERGENCE REPORT * * * ******************************************************************************* * * * ITER ENERGY STABILITY Q_2 GAMMA SPIN OMEGA ANGLE EPAIR * * * * 2 -1635.616008 -5.61E-06 0.000 0.16 0.00 0.000 0.000 -3.15 * * 3 -1635.616074 0.000172 0.000 0.60 0.00 0.000 0.000 -3.15 * * 4 -1635.615999 -0.001963 0.000 0.75 0.00 0.000 0.000 -3.15 * * 5 -1635.616023 0.001701 0.000 0.02 0.00 0.000 0.000 -3.15 * * 6 -1635.616036 -0.001646 0.000 0.20 0.00 0.000 0.000 -3.15 * * 7 -1635.615999 0.000853 0.000 0.09 0.00 0.000 0.000 -3.15 * * 8 -1635.616022 -0.000327 0.000 0.01 0.00 0.000 0.000 -3.15 * * 9 -1635.616011 -0.000194 0.000 0.11 0.00 0.000 0.000 -3.15 * * 10 -1635.616009 0.000366 0.000 0.06 0.00 0.000 0.000 -3.15 * * 11 -1635.616017 -0.000250 0.000 0.02 0.00 0.000 0.000 -3.15 * * 12 -1635.616009 0.000101 0.000 0.01 0.00 0.000 0.000 -3.15 * * 13 -1635.616011 1.78E-06 0.000 0.06 0.00 0.000 0.000 -3.15 * * 14 -1635.616011 -0.000016 0.000 0.00 0.00 0.000 0.000 -3.15 * * 15 -1635.616010 -1.51E-06 0.000 0.02 0.00 0.000 0.000 -3.15 * * 16 -1635.616011 0.000021 0.000 0.10 0.00 0.000 0.000 -3.15 * * 17 -1635.616011 -9.93E-06 0.000 0.10 0.00 0.000 0.000 -3.15 * * 18 -1635.616011 -3.88E-07 0.000 0.04 0.00 0.000 0.000 -3.15 * * 19 -1635.616011 4.68E-06 0.000 0.08 0.00 0.000 0.000 -3.15 * * 20 -1635.616011 -4.76E-06 0.000 0.08 0.00 0.000 0.000 -3.15 * * 21 -1635.616011 1.71E-06 0.000 0.07 0.00 0.000 0.000 -3.15 * * 22 -1635.616011 -1.46E-06 0.000 0.07 0.00 0.000 0.000 -3.15 * * 23 -1635.616011 1.02E-07 0.000 0.07 0.00 0.000 0.000 -3.15 * * 24 -1635.616011 1.07E-07 0.000 0.07 0.00 0.000 0.000 -3.15 * * 25 -1635.616011 -8.63E-08 0.000 0.08 0.00 0.000 0.000 -3.15 * * 26 -1635.616011 -2.08E-07 0.000 0.07 0.00 0.000 0.000 -3.15 * * 27 -1635.616011 -4.03E-08 0.000 0.07 0.00 0.000 0.000 -3.15 * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-QUASIPARTICLE PROPERTIES: NEUTRONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) PARITY V2QUAP EEQUIV DEQUIV V_CORR * * * * 51) 9.276 ( 0,13, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 52) 9.276 (13, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 53) 9.276 (14, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 54) 9.276 ( 0,14, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 55) 9.276 ( 0,15, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 56) 9.276 (15, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 57) 9.276 (16, 0, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 58) 9.276 ( 0,16, 0, 0) 1.000 0.99975 -15.377 0.290 1.00000 * * 59) 8.819 ( 0,17, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 60) 8.819 (17, 0, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 61) 8.819 (18, 0, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 62) 8.819 ( 0,18, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 63) 8.819 (19, 0, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 64) 8.819 ( 0,19, 0, 0) 1.000 0.99967 -14.920 0.319 1.00000 * * 65) 7.508 ( 0,20, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 66) 7.508 (20, 0, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 67) 7.508 ( 0,21, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 68) 7.508 (21, 0, 0, 0) 1.000 0.99956 -13.608 0.317 1.00000 * * 69) 7.409 ( 0,22, 0, 0) 1.000 0.99950 -13.508 0.332 1.00000 * * 70) 7.409 (22, 0, 0, 0) 1.000 0.99950 -13.508 0.332 1.00000 * * 71) 7.137 ( 0, 0,14, 0) -1.000 0.82296 -10.716 5.448 1.00000 * * 72) 7.137 ( 0, 0, 0,14) -1.000 0.82296 -10.716 5.448 1.00000 * * 73) 7.137 ( 0, 0,15, 0) -1.000 0.82296 -10.716 5.448 1.00000 * * 74) 7.137 ( 0, 0, 0,15) -1.000 0.82296 -10.716 5.448 1.00000 * * 75) 7.137 ( 0, 0,16, 0) -1.000 0.82288 -10.715 5.449 1.00000 * * 76) 7.137 ( 0, 0, 0,16) -1.000 0.82288 -10.715 5.449 1.00000 * * 77) 7.137 ( 0, 0,17, 0) -1.000 0.82277 -10.714 5.451 1.00000 * * 78) 7.137 ( 0, 0, 0,17) -1.000 0.82277 -10.714 5.451 1.00000 * * 79) 7.137 ( 0, 0, 0,18) -1.000 0.82277 -10.714 5.451 1.00000 * * 80) 7.137 ( 0, 0,18, 0) -1.000 0.82277 -10.714 5.451 1.00000 * * 81) 7.137 ( 0, 0,19, 0) -1.000 0.82273 -10.713 5.451 1.00000 * * 82) 7.137 ( 0, 0, 0,19) -1.000 0.82273 -10.713 5.451 1.00000 * * 83) 2.955 ( 0, 0,20, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 84) 2.955 ( 0, 0, 0,20) -1.000 0.99763 -9.047 0.288 1.00000 * * 85) 2.955 ( 0, 0, 0,21) -1.000 0.99763 -9.047 0.288 1.00000 * * 86) 2.955 ( 0, 0,21, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 87) 2.955 ( 0, 0,22, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 88) 2.955 ( 0, 0, 0,22) -1.000 0.99763 -9.047 0.288 1.00000 * * 89) 2.955 ( 0, 0,23, 0) -1.000 0.99763 -9.047 0.288 1.00000 * * 90) 2.955 ( 0, 0, 0,23) -1.000 0.99763 -9.047 0.288 1.00000 * * 91) 2.521 ( 0, 0,24, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 92) 2.521 ( 0, 0, 0,24) -1.000 0.99701 -8.612 0.275 1.00000 * * 93) 2.521 ( 0, 0,25, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 94) 2.521 ( 0, 0, 0,25) -1.000 0.99701 -8.612 0.275 1.00000 * * 95) 2.521 ( 0, 0, 0,26) -1.000 0.99701 -8.612 0.275 1.00000 * * 96) 2.521 ( 0, 0,26, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 97) 2.521 ( 0, 0,27, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 98) 2.521 ( 0, 0, 0,27) -1.000 0.99701 -8.612 0.275 1.00000 * * 99) 2.521 ( 0, 0,28, 0) -1.000 0.99701 -8.612 0.275 1.00000 * * 100) 2.521 ( 0, 0, 0,28) -1.000 0.99701 -8.612 0.275 1.00000 * * 101) 1.294 (23, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 102) 1.294 ( 0,23, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 103) 1.294 (24, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 104) 1.294 ( 0,24, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 105) 1.294 (25, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 106) 1.294 ( 0,25, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 107) 1.294 (26, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 108) 1.294 ( 0,26, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 109) 1.294 ( 0,27, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 110) 1.294 (27, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 111) 1.294 (28, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 112) 1.294 ( 0,28, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 113) 1.294 (29, 0, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 114) 1.294 ( 0,29, 0, 0) 1.000 0.98914 -7.372 0.268 1.00000 * * 115) 1.200 ( 0, 0, 0,29) -1.000 0.98641 -7.274 0.278 1.00000 * * 116) 1.200 ( 0, 0,29, 0) -1.000 0.98641 -7.274 0.278 1.00000 * * 117) 1.200 ( 0, 0,30, 0) -1.000 0.98641 -7.274 0.278 1.00000 * * 118) 1.200 ( 0, 0, 0,30) -1.000 0.98641 -7.274 0.278 1.00000 * * 119) 1.200 ( 0, 0, 0,31) -1.000 0.98641 -7.274 0.278 1.00000 * * 120) 1.200 ( 0, 0,31, 0) -1.000 0.98641 -7.274 0.278 1.00000 * * 121) 1.167 ( 0, 0, 0,32) -1.000 0.98606 -7.241 0.274 1.00000 * * 122) 1.167 ( 0, 0,32, 0) -1.000 0.98606 -7.241 0.274 1.00000 * * 123) 1.167 ( 0, 0, 0,33) -1.000 0.98606 -7.241 0.274 1.00000 * * 124) 1.167 ( 0, 0,33, 0) -1.000 0.98606 -7.241 0.274 1.00000 * * 125) 0.641 ( 0, 0, 0,34) -1.000 0.95366 -6.688 0.270 1.00000 * * 126) 0.641 ( 0, 0,34, 0) -1.000 0.95366 -6.688 0.270 1.00000 * * 127) 0.772 (30, 0, 0, 0) 1.000 0.03026 -5.381 0.264 1.00000 * * 128) 0.772 ( 0,30, 0, 0) 1.000 0.03026 -5.381 0.264 1.00000 * * 129) 0.772 ( 0,31, 0, 0) 1.000 0.03026 -5.381 0.264 1.00000 * * 130) 0.772 (31, 0, 0, 0) 1.000 0.03026 -5.381 0.264 1.00000 * * 131) 0.772 (32, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 132) 0.772 ( 0,32, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 133) 0.772 (33, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 134) 0.772 ( 0,33, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 135) 0.772 (34, 0, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 136) 0.772 ( 0,34, 0, 0) 1.000 0.03025 -5.381 0.264 1.00000 * * 137) 2.315 ( 0,35, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 138) 2.315 (35, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 139) 2.315 ( 0,36, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 140) 2.315 (36, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 141) 2.315 ( 0,37, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 142) 2.315 (37, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 143) 2.315 (38, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 144) 2.315 ( 0,38, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 145) 2.315 ( 0,39, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 146) 2.315 (39, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 147) 2.315 ( 0,40, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 148) 2.315 (40, 0, 0, 0) 1.000 0.00332 -3.807 0.266 1.00000 * * 149) 2.393 (41, 0, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 150) 2.393 ( 0,41, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 151) 2.393 (42, 0, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 152) 2.393 ( 0,42, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 153) 2.393 (43, 0, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 154) 2.393 ( 0,43, 0, 0) 1.000 0.00252 -3.726 0.240 1.00000 * * 155) 2.786 ( 0,44, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 156) 2.786 (44, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 157) 2.786 (45, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 158) 2.786 ( 0,45, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 159) 2.786 ( 0,46, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 160) 2.786 (46, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 161) 2.786 (47, 0, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 162) 2.786 ( 0,47, 0, 0) 1.000 0.00211 -3.332 0.256 1.00000 * * 163) 2.790 ( 0, 0,35, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 164) 2.790 ( 0, 0, 0,35) -1.000 0.00224 -3.329 0.264 1.00000 * * 165) 2.790 ( 0, 0, 0,36) -1.000 0.00224 -3.329 0.264 1.00000 * * 166) 2.790 ( 0, 0,36, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 167) 2.790 ( 0, 0, 0,37) -1.000 0.00224 -3.329 0.264 1.00000 * * 168) 2.790 ( 0, 0,37, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 169) 2.790 ( 0, 0,38, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 170) 2.790 ( 0, 0, 0,38) -1.000 0.00224 -3.329 0.264 1.00000 * * 171) 2.790 ( 0, 0, 0,39) -1.000 0.00224 -3.329 0.264 1.00000 * * 172) 2.790 ( 0, 0,39, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 173) 2.790 ( 0, 0, 0,40) -1.000 0.00224 -3.329 0.264 1.00000 * * 174) 2.790 ( 0, 0,40, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 175) 2.790 ( 0, 0,41, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 176) 2.790 ( 0, 0, 0,41) -1.000 0.00224 -3.329 0.264 1.00000 * * 177) 2.790 ( 0, 0,42, 0) -1.000 0.00224 -3.329 0.264 1.00000 * * 178) 2.790 ( 0, 0, 0,42) -1.000 0.00224 -3.329 0.264 1.00000 * * 179) 2.885 (48, 0, 0, 0) 1.000 0.00162 -3.231 0.232 1.00000 * * 180) 2.885 ( 0,48, 0, 0) 1.000 0.00162 -3.231 0.232 1.00000 * * 181) 3.039 (49, 0, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 182) 3.039 ( 0,49, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 183) 3.039 ( 0,50, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 184) 3.039 (50, 0, 0, 0) 1.000 0.00153 -3.077 0.237 1.00000 * * 185) 7.193 ( 0, 0, 0,43) -1.000 0.17719 -1.463 5.493 1.00000 * * 186) 7.193 ( 0, 0,43, 0) -1.000 0.17719 -1.463 5.493 1.00000 * * 187) 7.193 ( 0, 0,44, 0) -1.000 0.17715 -1.462 5.492 1.00000 * * 188) 7.193 ( 0, 0, 0,44) -1.000 0.17715 -1.462 5.492 1.00000 * * 189) 7.193 ( 0, 0, 0,45) -1.000 0.17715 -1.462 5.492 1.00000 * * 190) 7.193 ( 0, 0,45, 0) -1.000 0.17715 -1.462 5.492 1.00000 * * 191) 7.193 ( 0, 0, 0,46) -1.000 0.17704 -1.460 5.491 1.00000 * * 192) 7.193 ( 0, 0,46, 0) -1.000 0.17704 -1.460 5.491 1.00000 * * 193) 7.193 ( 0, 0, 0,47) -1.000 0.17696 -1.459 5.490 1.00000 * * 194) 7.193 ( 0, 0,47, 0) -1.000 0.17696 -1.459 5.490 1.00000 * * 195) 7.193 ( 0, 0, 0,48) -1.000 0.17696 -1.459 5.490 1.00000 * * 196) 7.193 ( 0, 0,48, 0) -1.000 0.17696 -1.459 5.490 1.00000 * * 197) 9.008 ( 0, 0, 0,49) -1.000 0.00021 2.898 0.262 1.00000 * * 198) 9.008 ( 0, 0,49, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 199) 9.008 ( 0, 0,50, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 200) 9.008 ( 0, 0, 0,50) -1.000 0.00021 2.898 0.262 1.00000 * * 201) 9.008 ( 0, 0, 0,51) -1.000 0.00021 2.898 0.262 1.00000 * * 202) 9.008 ( 0, 0,51, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 203) 9.008 ( 0, 0, 0,52) -1.000 0.00021 2.898 0.262 1.00000 * * 204) 9.008 ( 0, 0,52, 0) -1.000 0.00021 2.898 0.262 1.00000 * * 205) 9.367 ( 0, 0,53, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 206) 9.367 ( 0, 0, 0,53) -1.000 0.00017 3.258 0.243 1.00000 * * 207) 9.367 ( 0, 0, 0,54) -1.000 0.00017 3.258 0.243 1.00000 * * 208) 9.367 ( 0, 0,54, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 209) 9.367 ( 0, 0, 0,55) -1.000 0.00017 3.258 0.243 1.00000 * * 210) 9.367 ( 0, 0,55, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 211) 9.367 ( 0, 0, 0,56) -1.000 0.00017 3.258 0.243 1.00000 * * 212) 9.367 ( 0, 0,56, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 213) 9.367 ( 0, 0, 0,57) -1.000 0.00017 3.258 0.243 1.00000 * * 214) 9.367 ( 0, 0,57, 0) -1.000 0.00017 3.258 0.243 1.00000 * * 215) 9.673 (51, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 216) 9.673 ( 0,51, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 217) 9.673 (52, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 218) 9.673 ( 0,52, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 219) 9.673 ( 0,53, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 220) 9.673 (53, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 221) 9.673 (54, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 222) 9.673 ( 0,54, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 223) 9.673 (55, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 224) 9.673 ( 0,55, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 225) 9.673 ( 0,56, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 226) 9.673 (56, 0, 0, 0) 1.000 0.00018 3.563 0.258 1.00000 * * 227) 9.673 ( 0,57, 0, 0) 1.000 0.00018 3.564 0.258 1.00000 * * 228) 9.673 (57, 0, 0, 0) 1.000 0.00018 3.564 0.258 1.00000 * * 229) 9.673 (58, 0, 0, 0) 1.000 0.00018 3.564 0.258 1.00000 * * 230) 9.673 ( 0,58, 0, 0) 1.000 0.00018 3.564 0.258 1.00000 * * 231) 9.673 ( 0,59, 0, 0) 1.000 0.00018 3.564 0.258 1.00000 * * 232) 9.673 (59, 0, 0, 0) 1.000 0.00018 3.564 0.258 1.00000 * * 233) 9.724 ( 0, 0,58, 0) -1.000 0.00015 3.614 0.241 1.00000 * * 234) 9.724 ( 0, 0, 0,58) -1.000 0.00015 3.614 0.241 1.00000 * * 235) 9.724 ( 0, 0,59, 0) -1.000 0.00015 3.614 0.241 1.00000 * * 236) 9.724 ( 0, 0, 0,59) -1.000 0.00015 3.614 0.241 1.00000 * * 237) 9.724 ( 0, 0,60, 0) -1.000 0.00015 3.614 0.241 1.00000 * * 238) 9.724 ( 0, 0, 0,60) -1.000 0.00015 3.614 0.241 1.00000 * * 239) 9.860 ( 0, 0,61, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 240) 9.860 ( 0, 0, 0,61) -1.000 0.00017 3.750 0.257 1.00000 * * 241) 9.860 ( 0, 0,62, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 242) 9.860 ( 0, 0, 0,62) -1.000 0.00017 3.750 0.257 1.00000 * * 243) 9.860 ( 0, 0, 0,63) -1.000 0.00017 3.750 0.257 1.00000 * * 244) 9.860 ( 0, 0,63, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 245) 9.860 ( 0, 0, 0,64) -1.000 0.00017 3.750 0.257 1.00000 * * 246) 9.860 ( 0, 0,64, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 247) 9.860 ( 0, 0,65, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 248) 9.860 ( 0, 0, 0,65) -1.000 0.00017 3.750 0.257 1.00000 * * 249) 9.860 ( 0, 0,66, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 250) 9.860 ( 0, 0, 0,66) -1.000 0.00017 3.750 0.257 1.00000 * * 251) 9.860 ( 0, 0, 0,67) -1.000 0.00017 3.750 0.257 1.00000 * * 252) 9.860 ( 0, 0,67, 0) -1.000 0.00017 3.750 0.257 1.00000 * * 253) 9.909 ( 0, 0,68, 0) -1.000 0.00018 3.800 0.264 1.00000 * * 254) 9.909 ( 0, 0, 0,68) -1.000 0.00018 3.800 0.264 1.00000 * * 255) 9.909 ( 0, 0, 0,69) -1.000 0.00018 3.800 0.264 1.00000 * * 256) 9.909 ( 0, 0,69, 0) -1.000 0.00018 3.800 0.264 1.00000 * * * * 910) TOTAL= (252,252,203,203) * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-PARTICLE PROPERTIES: HFB MEAN FIELD NEUTRONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) | N,nz,lz,OMEz>

GFACT * * * * 1) -35.044 ( 1 ----- 0) | 0, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 2) -31.875 ( 0 ----- 1) | 1, 1, 0, 1/2> -100 -1.000 -0.333 0.333 * * 3) -31.875 ( 0 ----- 2) | 1, 0, 1, 3/2> -100 0.000 0.000 0.333 * * 4) -31.473 ( 0 ----- 3) | 1, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 5) -28.031 ( 2 ----- 0) | 2, 1, 1, 3/2> 100 0.833 0.167 0.200 * * 6) -28.031 ( 3 ----- 0) | 2, 1, 1, 1/2> 100 -1.498 -0.300 0.200 * * 7) -28.031 ( 4 ----- 0) | 2, 0, 2, 5/2> 100 -0.835 -0.167 0.200 * * 8) -26.939 ( 5 ----- 0) | 2, 1, 1, 1/2> 100 0.999 -0.200 -0.200 * * 9) -26.939 ( 6 ----- 0) | 2, 0, 2, 3/2> 100 0.001 0.000 -0.204 * * 10) -25.749 ( 7 ----- 0) | 2, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 11) -23.618 ( 0 ----- 4) | 3, 1, 2, 5/2> -100 1.500 0.214 0.143 * * 12) -23.618 ( 0 ----- 5) | 3, 2, 1, 3/2> -100 -1.503 -0.215 0.143 * * 13) -23.618 ( 0 ----- 6) | 3, 0, 3, 7/2> -100 -0.830 -0.119 0.143 * * 14) -23.618 ( 0 ----- 7) | 3, 0, 3, 7/2> -100 -1.167 -0.167 0.143 * * 15) -21.527 ( 0 ----- 8) | 3, 1, 2, 3/2> -100 -0.833 0.119 -0.143 * * 16) -21.527 ( 0 ----- 9) | 3, 2, 1, 1/2> -100 1.499 -0.214 -0.143 * * 17) -21.527 ( 0 ----- 10) | 3, 0, 3, 5/2> -100 0.835 -0.119 -0.143 * * 18) -20.456 ( 0 ----- 11) | 3, 3, 0, 1/2> -100 -1.003 -0.334 0.333 * * 19) -20.456 ( 0 ----- 12) | 3, 0, 1, 3/2> -100 0.003 0.001 0.333 * * 20) -19.703 ( 0 ----- 13) | 3, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 21) -18.687 ( 8 ----- 0) | 4, 2, 2, 5/2> 100 1.901 0.211 0.111 * * 22) -18.687 ( 9 ----- 0) | 4, 1, 3, 7/2> 100 -0.434 -0.048 0.111 * * 23) -18.687 (10 ----- 0) | 4, 3, 1, 3/2> 100 -1.906 -0.212 0.111 * * 24) -18.687 (11 ----- 0) | 4, 0, 4, 9/2> 100 -0.227 -0.025 0.111 * * 25) -18.687 (12 ----- 0) | 4, 0, 4, 9/2> 100 -1.833 -0.204 0.111 * * 26) -15.378 (13 ----- 0) | 4, 1, 3, 5/2> 100 -1.500 0.167 -0.111 * * 27) -15.378 (14 ----- 0) | 4, 2, 2, 3/2> 100 1.501 -0.167 -0.111 * * 28) -15.378 (15 ----- 0) | 4, 0, 4, 7/2> 100 0.832 -0.092 -0.111 * * 29) -15.378 (16 ----- 0) | 4, 0, 4, 7/2> 100 1.167 -0.130 -0.111 * * 30) -14.921 (17 ----- 0) | 4, 1, 1, 3/2> 100 0.833 0.167 0.200 * * 31) -14.921 (18 ----- 0) | 4, 4, 0, 1/2> 100 -1.500 -0.300 0.200 * * 32) -14.921 (19 ----- 0) | 4, 0, 2, 5/2> 100 -0.833 -0.167 0.200 * * 33) -13.608 (20 ----- 0) | 4, 1, 1, 1/2> 100 0.999 -0.200 -0.200 * * 34) -13.608 (21 ----- 0) | 4, 0, 2, 3/2> 100 0.001 0.000 -0.207 * * 35) -13.509 (22 ----- 0) | 4, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 36) -13.248 ( 0 ----- 14) | 5, 2, 3, 7/2> -100 -1.833 -0.167 0.091 * * 37) -13.248 ( 0 ----- 15) | 5, 3, 2, 5/2> -100 2.413 0.219 0.091 * * 38) -13.248 ( 0 ----- 16) | 5, 1, 4, 9/2> -100 1.720 0.156 0.091 * * 39) -13.248 ( 0 ----- 17) | 5, 0, 5,11/2> -100 -1.833 -0.167 0.091 * * 40) -13.248 ( 0 ----- 18) | 5, 3, 0, 1/2> -100 -2.877 -0.262 0.091 * * 41) -13.248 ( 0 ----- 19) | 5, 0, 5,11/2> -100 -0.590 -0.054 0.091 * * 42) -9.048 ( 0 ----- 20) | 5, 1, 2, 5/2> -100 1.500 0.214 0.143 * * 43) -9.048 ( 0 ----- 21) | 5, 4, 1, 3/2> -100 -1.499 -0.214 0.143 * * 44) -9.048 ( 0 ----- 22) | 5, 0, 3, 7/2> -100 -0.835 -0.119 0.143 * * 45) -9.048 ( 0 ----- 23) | 5, 0, 3, 7/2> -100 -1.167 -0.167 0.143 * * 46) -8.612 ( 0 ----- 24) | 5, 2, 3, 5/2> -100 -1.880 0.171 -0.091 * * 47) -8.612 ( 0 ----- 25) | 5, 1, 4, 7/2> -100 0.461 -0.042 -0.091 * * 48) -8.612 ( 0 ----- 26) | 5, 3, 2, 3/2> -100 1.883 -0.171 -0.091 * * 49) -8.612 ( 0 ----- 27) | 5, 0, 5, 9/2> -100 0.203 -0.018 -0.091 * * 50) -8.612 ( 0 ----- 28) | 5, 0, 5, 9/2> -100 1.833 -0.167 -0.091 * * 51) -7.372 (23 ----- 0) | 6, 2, 4, 9/2> 100 -2.500 -0.192 0.077 * * 52) -7.372 (24 ----- 0) | 6, 3, 3, 7/2> 100 2.379 0.183 0.077 * * 53) -7.372 (25 ----- 0) | 6, 1, 5,11/2> 100 1.851 0.142 0.077 * * 54) -7.372 (26 ----- 0) | 6, 1, 5,11/2> 100 0.545 0.042 0.077 * * 55) -7.372 (27 ----- 0) | 6, 0, 6,13/2> 100 -0.879 -0.068 0.077 * * 56) -7.372 (28 ----- 0) | 6, 3, 1, 1/2> 100 -3.413 -0.263 0.077 * * 57) -7.372 (29 ----- 0) | 6, 0, 6,13/2> 100 -1.485 -0.114 0.077 * * 58) -7.274 ( 0 ----- 29) | 5, 1, 2, 3/2> -100 -0.833 0.119 -0.143 * * 59) -7.274 ( 0 ----- 30) | 5, 4, 1, 1/2> -100 1.499 -0.214 -0.143 * * 60) -7.274 ( 0 ----- 31) | 5, 0, 3, 5/2> -100 0.834 -0.119 -0.143 * * 61) -7.242 ( 0 ----- 32) | 5, 5, 0, 1/2> -100 -1.004 -0.335 0.333 * * 62) -7.242 ( 0 ----- 33) | 5, 0, 1, 3/2> -100 0.004 0.001 0.333 * * 63) -6.689 ( 0 ----- 34) | 5, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 64) -5.381 (30 ----- 0) | 6, 5, 1, 3/2> 100 2.268 0.252 0.111 * * 65) -5.381 (31 ----- 0) | 6, 1, 3, 7/2> 100 0.589 0.065 0.111 * * 66) -5.381 (32 ----- 0) | 6, 4, 2, 5/2> 100 -2.278 -0.253 0.111 * * 67) -5.381 (33 ----- 0) | 6, 0, 4, 9/2> 100 -1.246 -0.138 0.111 * * 68) -5.381 (34 ----- 0) | 6, 0, 4, 9/2> 100 -1.833 -0.204 0.111 * * 69) -3.807 (35 ----- 0) | 6, 2, 4, 7/2> 100 1.833 -0.141 -0.077 * * 70) -3.807 (36 ----- 0) | 6, 3, 3, 5/2> 100 -2.454 0.189 -0.077 * * 71) -3.807 (37 ----- 0) | 6, 1, 5, 9/2> 100 -1.726 0.133 -0.077 * * 72) -3.807 (38 ----- 0) | 6, 0, 6,11/2> 100 1.833 -0.141 -0.077 * * 73) -3.807 (39 ----- 0) | 6, 3, 1, 1/2> 100 2.886 -0.222 -0.077 * * 74) -3.807 (40 ----- 0) | 6, 0, 6,11/2> 100 0.628 -0.048 -0.077 * * 75) -3.726 (41 ----- 0) | 6, 1, 1, 3/2> 100 0.833 0.167 0.200 * * 76) -3.726 (42 ----- 0) | 6, 6, 0, 1/2> 100 -1.501 -0.300 0.200 * * 77) -3.726 (43 ----- 0) | 6, 0, 2, 5/2> 100 -0.832 -0.166 0.200 * * 78) -3.332 (44 ----- 0) | 6, 1, 3, 5/2> 100 -1.500 0.167 -0.111 * * 79) -3.332 (45 ----- 0) | 6, 4, 2, 3/2> 100 1.500 -0.167 -0.111 * * 80) -3.332 (46 ----- 0) | 6, 0, 4, 7/2> 100 0.834 -0.093 -0.111 * * 81) -3.332 (47 ----- 0) | 6, 0, 4, 7/2> 100 1.167 -0.130 -0.111 * * 82) -3.329 ( 0 ----- 35) | 7, 3, 4, 9/2> -100 -2.019 -0.135 0.067 * * 83) -3.329 ( 0 ----- 36) | 7, 2, 5,11/2> -100 1.408 0.094 0.067 * * 84) -3.329 ( 0 ----- 37) | 7, 4, 3, 7/2> -100 2.034 0.136 0.067 * * 85) -3.329 ( 0 ----- 38) | 7, 1, 6,13/2> -100 -0.907 -0.060 0.067 * * 86) -3.329 ( 0 ----- 39) | 7, 1, 6,13/2> -100 2.833 0.189 0.067 * * 87) -3.329 ( 0 ----- 40) | 7, 4, 1, 3/2> -100 -3.428 -0.229 0.067 * * 88) -3.329 ( 0 ----- 41) | 7, 0, 7,15/2> -100 -1.421 -0.095 0.067 * * 89) -3.329 ( 0 ----- 42) | 7, 0, 7,15/2> -100 -2.500 -0.167 0.067 * * 90) -3.231 (48 ----- 0) | 6, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 91) -3.077 (49 ----- 0) | 6, 3, 1, 1/2> 100 1.002 -0.200 -0.200 * * 92) -3.077 (50 ----- 0) | 6, 0, 2, 3/2> 100 -0.002 0.000 -0.171 * * 93) 1.072 ( 0 ----- 43) | 7, 2, 3, 7/2> -100 -1.833 -0.167 0.091 * * 94) 1.072 ( 0 ----- 44) | 7, 5, 2, 5/2> -100 2.433 0.221 0.091 * * 95) 1.072 ( 0 ----- 45) | 7, 1, 4, 9/2> -100 1.725 0.157 0.091 * * 96) 1.072 ( 0 ----- 46) | 7, 0, 5,11/2> -100 -1.833 -0.167 0.091 * * 97) 1.072 ( 0 ----- 47) | 7, 2, 1, 1/2> -100 -2.885 -0.262 0.091 * * 98) 1.072 ( 0 ----- 48) | 7, 0, 5,11/2> -100 -0.606 -0.055 0.091 * * 99) 2.899 ( 0 ----- 49) | 7, 1, 2, 5/2> -100 1.500 0.214 0.143 * * 100) 2.899 ( 0 ----- 50) | 7, 0, 3, 7/2> -100 -1.167 -0.167 0.143 * * 101) 2.899 ( 0 ----- 51) | 7, 6, 1, 3/2> -100 -1.497 -0.214 0.143 * * 102) 2.899 ( 0 ----- 52) | 7, 0, 3, 7/2> -100 -0.836 -0.119 0.143 * * 103) 3.258 ( 0 ----- 53) | 7, 2, 3, 5/2> -100 -1.886 0.171 -0.091 * * 104) 3.258 ( 0 ----- 54) | 7, 1, 4, 7/2> -100 0.451 -0.041 -0.091 * * 105) 3.258 ( 0 ----- 55) | 7, 5, 2, 3/2> -100 1.891 -0.172 -0.091 * * 106) 3.258 ( 0 ----- 56) | 7, 0, 5, 9/2> -100 0.212 -0.019 -0.091 * * 107) 3.258 ( 0 ----- 57) | 7, 0, 5, 9/2> -100 1.833 -0.167 -0.091 * * 108) 3.563 (51 ----- 0) | 8, 3, 5,11/2> 100 2.833 0.167 0.059 * * 109) 3.563 (52 ----- 0) | 8, 4, 4, 9/2> 100 -3.200 -0.188 0.059 * * 110) 3.563 (53 ----- 0) | 8, 2, 6,13/2> 100 -2.678 -0.158 0.059 * * 111) 3.563 (54 ----- 0) | 8, 1, 7,15/2> 100 2.789 0.164 0.059 * * 112) 3.563 (55 ----- 0) | 8, 4, 2, 5/2> 100 3.959 0.233 0.059 * * 113) 3.563 (56 ----- 0) | 8, 1, 7,15/2> 100 0.271 0.016 0.059 * * 114) 3.563 (57 ----- 0) | 8, 5, 1, 3/2> 100 -4.095 -0.241 0.059 * * 115) 3.563 (58 ----- 0) | 8, 0, 8,17/2> 100 -1.257 -0.074 0.059 * * 116) 3.563 (59 ----- 0) | 8, 0, 8,17/2> 100 -3.122 -0.184 0.059 * * 117) 3.615 ( 0 ----- 58) | 7, 1, 2, 3/2> -100 -0.833 0.119 -0.143 * * 118) 3.615 ( 0 ----- 59) | 7, 6, 1, 1/2> -100 1.500 -0.214 -0.143 * * 119) 3.615 ( 0 ----- 60) | 7, 0, 3, 5/2> -100 0.833 -0.119 -0.143 * * 120) 3.750 ( 0 ----- 61) | 7, 2, 5, 9/2> -100 2.500 -0.167 -0.067 * * 121) 3.750 ( 0 ----- 62) | 7, 3, 4, 7/2> -100 -2.389 0.159 -0.067 * * 122) 3.750 ( 0 ----- 63) | 7, 1, 6,11/2> -100 -1.785 0.119 -0.067 * * 123) 3.750 ( 0 ----- 64) | 7, 1, 6,11/2> -100 -0.217 0.014 -0.067 * * 124) 3.750 ( 0 ----- 65) | 7, 0, 7,13/2> -100 0.550 -0.037 -0.067 * * 125) 3.750 ( 0 ----- 66) | 7, 4, 1, 1/2> -100 3.407 -0.227 -0.067 * * 126) 3.750 ( 0 ----- 67) | 7, 0, 7,13/2> -100 1.434 -0.096 -0.067 * * 127) 3.800 ( 0 ----- 68) | 7, 7, 0, 1/2> -100 -1.004 -0.335 0.333 * * 128) 3.800 ( 0 ----- 69) | 7, 0, 1, 3/2> -100 0.004 0.001 0.333 * * 129) 4.199 ( 0 ----- 70) | 7, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 130) 7.590 (60 ----- 0) | 8, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 131) 7.593 (61 ----- 0) | 8, 2, 4, 9/2> 100 -2.500 -0.192 0.077 * * 132) 7.593 (62 ----- 0) | 8, 1, 5,11/2> 100 -0.174 -0.013 0.077 * * 133) 7.593 (63 ----- 0) | 8, 5, 3, 7/2> 100 2.239 0.172 0.077 * * 134) 7.593 (64 ----- 0) | 8, 1, 5,11/2> 100 1.411 0.109 0.077 * * 135) 7.593 (65 ----- 0) | 8, 2, 0, 1/2> 100 -3.244 -0.250 0.077 * * 136) 7.593 (66 ----- 0) | 8, 0, 6,13/2> 100 -1.082 -0.083 0.077 * * 137) 7.593 (67 ----- 0) | 8, 0, 6,13/2> 100 -0.151 -0.012 0.077 * * 138) 8.095 (68 ----- 0) | 8, 3, 1, 3/2> 100 0.833 0.167 0.200 * * 139) 8.095 (69 ----- 0) | 8, 8, 0, 1/2> 100 -1.510 -0.302 0.200 * * 140) 8.095 (70 ----- 0) | 8, 0, 2, 5/2> 100 -0.823 -0.165 0.200 * * 141) 8.411 (71 ----- 0) | 8, 4, 2, 5/2> 100 0.715 0.079 0.111 * * 142) 8.411 (72 ----- 0) | 8, 1, 3, 7/2> 100 -1.335 -0.148 0.111 * * 143) 8.411 (73 ----- 0) | 8, 0, 4, 9/2> 100 -1.833 -0.204 0.111 * * 144) 8.411 (74 ----- 0) | 8, 1, 1, 3/2> 100 -0.730 -0.081 0.111 * * 145) 8.411 (75 ----- 0) | 8, 0, 4, 9/2> 100 0.683 0.076 0.111 * * 146) 8.582 (76 ----- 0) | 8, 3, 1, 1/2> 100 1.012 -0.202 -0.200 * * 147) 8.582 (77 ----- 0) | 8, 0, 2, 3/2> 100 -0.012 0.002 -0.200 * * 148) 9.203 (78 ----- 0) | 8, 1, 3, 5/2> 100 -1.500 0.167 -0.111 * * 149) 9.203 (79 ----- 0) | 8, 4, 2, 3/2> 100 1.494 -0.166 -0.111 * * 150) 9.203 (80 ----- 0) | 8, 0, 4, 7/2> 100 0.840 -0.093 -0.111 * * 151) 9.203 (81 ----- 0) | 8, 0, 4, 7/2> 100 1.167 -0.130 -0.111 * * 152) 9.580 (82 ----- 0) | 8, 2, 4, 7/2> 100 1.833 -0.141 -0.077 * * 153) 9.580 (83 ----- 0) | 8, 5, 3, 5/2> 100 -2.482 0.191 -0.077 * * 154) 9.580 (84 ----- 0) | 8, 1, 5, 9/2> 100 -1.729 0.133 -0.077 * * 155) 9.580 (85 ----- 0) | 8, 0, 6,11/2> 100 1.833 -0.141 -0.077 * * 156) 9.580 (86 ----- 0) | 8, 2, 0, 1/2> 100 2.893 -0.223 -0.077 * * 157) 9.580 (87 ----- 0) | 8, 0, 6,11/2> 100 0.651 -0.050 -0.077 * * * ******************************************************************************* ******************************************************************************* * * * HFB PAIRING PROPERTIES NEUTRONS * * * * STRENGTH= 0.0501 GAP= 0.2828 FERMI ENERGY= -6.1064 ENERGY= -1.5972 * * * * LIPKIN-NOGAMI: GAP= 0.8963 LAMBDA2 PAR.= 0.6135 ENERGY= -1.0666 * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] NEUTRONS * * * ******************************************************************************* * * * Q00 =126.0000 ............. ............. ............. ............. * * * * Q10 = ZERO Q11 = ZERO ............. ............. ............. * * * * Q20 = 4.0E-10 Q21 = ZERO Q22 = ZERO ............. ............. * * * * Q30 = ZERO Q31 = ZERO Q32 = ZERO Q33 = ZERO ............. * * * * Q40 =-1.1E-05 Q41 = ZERO Q42 = ZERO Q43 = ZERO Q44 =-6.8E-06 * * * ******************************************************************************* ******************************************************************************* * * * ROOT-MEAN-SQUARE AND GEOMETRIC SIZES IN FERMIS NEUTRONS * * * * R_RMS = 5.6365 X_RMS = 3.2542 Y_RMS = 3.2542 Z_RMS = 3.2542 * * * * R_GEO = 7.2766 X_GEO = 7.2766 Y_GEO = 7.2766 Z_GEO = 7.2766 * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) NEUTRONS * * * ******************************************************************************* * * * B10 = ZERO B11 = ZERO ............. ............. ............. * * * * B20 = ZERO B21 = ZERO B22 = ZERO ............. ............. * * * * B30 = ZERO B31 = ZERO B32 = ZERO B33 = ZERO ............. * * * * B40 =-1.3E-06 B41 = ZERO B42 = ZERO B43 = ZERO B44 =-1.1E-06 * * * ******************************************************************************* * * * BOHR DENSITY = 0.0781 FM^(-3) BOHR RADIUS = 7.2766 FM * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-QUASIPARTICLE PROPERTIES: PROTONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) PARITY V2QUAP EEQUIV DEQUIV V_CORR * * * * 29) 9.953 ( 0, 0, 8, 0) -1.000 0.99974 -16.090 0.323 1.00000 * * 30) 9.953 ( 0, 0, 0, 8) -1.000 0.99974 -16.090 0.323 1.00000 * * 31) 9.953 ( 0, 0, 0, 9) -1.000 0.99974 -16.090 0.323 1.00000 * * 32) 9.953 ( 0, 0, 9, 0) -1.000 0.99974 -16.090 0.323 1.00000 * * 33) 9.953 ( 0, 0, 0,10) -1.000 0.99974 -16.090 0.323 1.00000 * * 34) 9.953 ( 0, 0,10, 0) -1.000 0.99974 -16.090 0.323 1.00000 * * 35) 8.538 ( 0, 0,11, 0) -1.000 0.99962 -14.675 0.332 1.00000 * * 36) 8.538 ( 0, 0, 0,11) -1.000 0.99962 -14.675 0.332 1.00000 * * 37) 8.538 ( 0, 0, 0,12) -1.000 0.99962 -14.675 0.332 1.00000 * * 38) 8.538 ( 0, 0,12, 0) -1.000 0.99962 -14.675 0.332 1.00000 * * 39) 7.589 ( 0, 0,13, 0) -1.000 0.99951 -13.724 0.335 1.00000 * * 40) 7.589 ( 0, 0, 0,13) -1.000 0.99951 -13.724 0.335 1.00000 * * 41) 7.323 ( 8, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 42) 7.323 ( 0, 8, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 43) 7.323 ( 0, 9, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 44) 7.323 ( 9, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 45) 7.323 (10, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 46) 7.323 ( 0,10, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 47) 7.323 (11, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 48) 7.323 ( 0,11, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 49) 7.323 ( 0,12, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 50) 7.323 (12, 0, 0, 0) 1.000 0.99866 -13.447 0.536 1.00000 * * 51) 3.188 (13, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 52) 3.188 ( 0,13, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 53) 3.188 ( 0,14, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 54) 3.188 (14, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 55) 3.188 ( 0,15, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 56) 3.188 (15, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 57) 3.188 ( 0,16, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 58) 3.188 (16, 0, 0, 0) 1.000 0.99752 -9.315 0.317 1.00000 * * 59) 2.626 (17, 0, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 60) 2.626 ( 0,17, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 61) 2.626 (18, 0, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 62) 2.626 ( 0,18, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 63) 2.626 ( 0,19, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 64) 2.626 (19, 0, 0, 0) 1.000 0.99643 -8.750 0.313 1.00000 * * 65) 1.491 ( 0, 0, 0,14) -1.000 0.98898 -7.601 0.311 1.00000 * * 66) 1.491 ( 0, 0,14, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 67) 1.491 ( 0, 0,15, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 68) 1.491 ( 0, 0, 0,15) -1.000 0.98898 -7.601 0.311 1.00000 * * 69) 1.491 ( 0, 0, 0,16) -1.000 0.98898 -7.601 0.311 1.00000 * * 70) 1.491 ( 0, 0,16, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 71) 1.491 ( 0, 0,17, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 72) 1.491 ( 0, 0, 0,17) -1.000 0.98898 -7.601 0.311 1.00000 * * 73) 1.491 ( 0, 0,18, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 74) 1.491 ( 0, 0, 0,18) -1.000 0.98898 -7.601 0.311 1.00000 * * 75) 1.491 ( 0, 0, 0,19) -1.000 0.98898 -7.601 0.311 1.00000 * * 76) 1.491 ( 0, 0,19, 0) -1.000 0.98898 -7.601 0.311 1.00000 * * 77) 0.994 (20, 0, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 78) 0.994 ( 0,20, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 79) 0.994 ( 0,21, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 80) 0.994 (21, 0, 0, 0) 1.000 0.97465 -7.087 0.313 1.00000 * * 81) 0.730 ( 0,22, 0, 0) 1.000 0.94825 -6.798 0.324 1.00000 * * 82) 0.730 (22, 0, 0, 0) 1.000 0.94825 -6.798 0.324 1.00000 * * 83) 1.089 ( 0, 0, 0,20) -1.000 0.01896 -5.096 0.297 1.00000 * * 84) 1.089 ( 0, 0,20, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 85) 1.089 ( 0, 0,21, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 86) 1.089 ( 0, 0, 0,21) -1.000 0.01896 -5.096 0.297 1.00000 * * 87) 1.089 ( 0, 0, 0,22) -1.000 0.01896 -5.096 0.297 1.00000 * * 88) 1.089 ( 0, 0,22, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 89) 1.089 ( 0, 0, 0,23) -1.000 0.01896 -5.096 0.297 1.00000 * * 90) 1.089 ( 0, 0,23, 0) -1.000 0.01896 -5.096 0.297 1.00000 * * 91) 1.439 ( 0, 0, 0,24) -1.000 0.01189 -4.738 0.312 1.00000 * * 92) 1.439 ( 0, 0,24, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 93) 1.439 ( 0, 0,25, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 94) 1.439 ( 0, 0, 0,25) -1.000 0.01189 -4.738 0.312 1.00000 * * 95) 1.439 ( 0, 0,26, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 96) 1.439 ( 0, 0, 0,26) -1.000 0.01189 -4.738 0.312 1.00000 * * 97) 1.439 ( 0, 0,27, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 98) 1.439 ( 0, 0, 0,27) -1.000 0.01189 -4.738 0.312 1.00000 * * 99) 1.439 ( 0, 0, 0,28) -1.000 0.01189 -4.738 0.312 1.00000 * * 100) 1.439 ( 0, 0,28, 0) -1.000 0.01189 -4.738 0.312 1.00000 * * 101) 2.087 (23, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 102) 2.087 ( 0,23, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 103) 2.087 ( 0,24, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 104) 2.087 (24, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 105) 2.087 (25, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 106) 2.087 ( 0,25, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 107) 2.087 ( 0,26, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 108) 2.087 (26, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 109) 2.087 ( 0,27, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 110) 2.087 (27, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 111) 2.087 (28, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 112) 2.087 ( 0,28, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 113) 2.087 ( 0,29, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 114) 2.087 (29, 0, 0, 0) 1.000 0.00540 -4.078 0.306 1.00000 * * 115) 3.350 ( 0, 0, 0,29) -1.000 0.00197 -2.806 0.297 1.00000 * * 116) 3.350 ( 0, 0,29, 0) -1.000 0.00197 -2.806 0.297 1.00000 * * 117) 3.350 ( 0, 0,30, 0) -1.000 0.00197 -2.806 0.297 1.00000 * * 118) 3.350 ( 0, 0, 0,30) -1.000 0.00197 -2.806 0.297 1.00000 * * 119) 3.350 ( 0, 0,31, 0) -1.000 0.00197 -2.806 0.297 1.00000 * * 120) 3.350 ( 0, 0, 0,31) -1.000 0.00197 -2.806 0.297 1.00000 * * 121) 3.652 ( 0, 0, 0,32) -1.000 0.00151 -2.503 0.284 1.00000 * * 122) 3.652 ( 0, 0,32, 0) -1.000 0.00151 -2.503 0.284 1.00000 * * 123) 3.652 ( 0, 0,33, 0) -1.000 0.00151 -2.503 0.284 1.00000 * * 124) 3.652 ( 0, 0, 0,33) -1.000 0.00151 -2.503 0.284 1.00000 * * 125) 4.418 ( 0, 0,34, 0) -1.000 0.00105 -1.734 0.286 1.00000 * * 126) 4.418 ( 0, 0, 0,34) -1.000 0.00105 -1.734 0.286 1.00000 * * 127) 7.857 ( 0,30, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 128) 7.857 (30, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 129) 7.857 (31, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 130) 7.857 ( 0,31, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 131) 7.857 ( 0,32, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 132) 7.857 (32, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 133) 7.857 (33, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 134) 7.857 ( 0,33, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 135) 7.857 (34, 0, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 136) 7.857 ( 0,34, 0, 0) 1.000 0.00119 1.695 0.541 1.00000 * * 137) 9.003 ( 0, 0, 0,35) -1.000 0.00027 2.855 0.298 1.00000 * * 138) 9.003 ( 0, 0,35, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 139) 9.003 ( 0, 0,36, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 140) 9.003 ( 0, 0, 0,36) -1.000 0.00027 2.855 0.298 1.00000 * * 141) 9.003 ( 0, 0, 0,37) -1.000 0.00027 2.855 0.298 1.00000 * * 142) 9.003 ( 0, 0,37, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 143) 9.003 ( 0, 0, 0,38) -1.000 0.00027 2.855 0.298 1.00000 * * 144) 9.003 ( 0, 0,38, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 145) 9.003 ( 0, 0,39, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 146) 9.003 ( 0, 0, 0,39) -1.000 0.00027 2.855 0.298 1.00000 * * 147) 9.003 ( 0, 0,40, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 148) 9.003 ( 0, 0, 0,40) -1.000 0.00027 2.855 0.298 1.00000 * * 149) 9.003 ( 0, 0, 0,41) -1.000 0.00027 2.855 0.298 1.00000 * * 150) 9.003 ( 0, 0,41, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 151) 9.003 ( 0, 0, 0,42) -1.000 0.00027 2.855 0.298 1.00000 * * 152) 9.003 ( 0, 0,42, 0) -1.000 0.00027 2.855 0.298 1.00000 * * 153) 9.288 (35, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 154) 9.288 ( 0,35, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 155) 9.288 ( 0,36, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 156) 9.288 (36, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 157) 9.288 (37, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 158) 9.288 ( 0,37, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 159) 9.288 ( 0,38, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 160) 9.288 (38, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 161) 9.288 ( 0,39, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 162) 9.288 (39, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 163) 9.288 (40, 0, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * 164) 9.288 ( 0,40, 0, 0) 1.000 0.00027 3.140 0.305 1.00000 * * * * 910) TOTAL= (252,252,203,203) * * * ******************************************************************************* ******************************************************************************* * * * SINGLE-PARTICLE PROPERTIES: HFB MEAN FIELD PROTONS * * * ******************************************************************************* * * * NO) ENERGY (++,+-,-+,--) | N,nz,lz,OMEz>

GFACT * * * * 1) -31.045 ( 1 ----- 0) | 0, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 2) -27.738 ( 0 ----- 1) | 1, 1, 0, 1/2> -100 -0.997 -0.332 0.333 * * 3) -27.738 ( 0 ----- 2) | 1, 0, 1, 3/2> -100 -0.003 -0.001 0.333 * * 4) -27.113 ( 0 ----- 3) | 1, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 5) -23.588 ( 2 ----- 0) | 2, 1, 1, 3/2> 100 0.833 0.167 0.200 * * 6) -23.588 ( 3 ----- 0) | 2, 1, 1, 1/2> 100 -1.500 -0.300 0.200 * * 7) -23.588 ( 4 ----- 0) | 2, 0, 2, 5/2> 100 -0.833 -0.167 0.200 * * 8) -22.082 ( 5 ----- 0) | 2, 1, 1, 1/2> 100 0.998 -0.200 -0.200 * * 9) -22.082 ( 6 ----- 0) | 2, 0, 2, 3/2> 100 0.002 0.000 -0.204 * * 10) -20.359 ( 7 ----- 0) | 2, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 11) -18.794 ( 0 ----- 4) | 3, 1, 2, 5/2> -100 1.500 0.214 0.143 * * 12) -18.794 ( 0 ----- 5) | 3, 2, 1, 3/2> -100 -1.497 -0.214 0.143 * * 13) -18.794 ( 0 ----- 6) | 3, 0, 3, 7/2> -100 -0.837 -0.120 0.143 * * 14) -18.794 ( 0 ----- 7) | 3, 0, 3, 7/2> -100 -1.167 -0.167 0.143 * * 15) -16.091 ( 0 ----- 8) | 3, 1, 2, 3/2> -100 -0.833 0.119 -0.143 * * 16) -16.091 ( 0 ----- 9) | 3, 2, 1, 1/2> -100 1.500 -0.214 -0.143 * * 17) -16.091 ( 0 ----- 10) | 3, 0, 3, 5/2> -100 0.834 -0.119 -0.143 * * 18) -14.675 ( 0 ----- 11) | 3, 3, 0, 1/2> -100 -0.996 -0.332 0.333 * * 19) -14.675 ( 0 ----- 12) | 3, 0, 1, 3/2> -100 -0.004 -0.001 0.333 * * 20) -13.725 ( 0 ----- 13) | 3, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 21) -13.460 ( 8 ----- 0) | 4, 2, 2, 5/2> 100 1.832 0.204 0.111 * * 22) -13.460 ( 9 ----- 0) | 4, 1, 3, 7/2> 100 -0.525 -0.058 0.111 * * 23) -13.460 (10 ----- 0) | 4, 3, 1, 3/2> 100 -1.828 -0.203 0.111 * * 24) -13.460 (11 ----- 0) | 4, 0, 4, 9/2> 100 -0.146 -0.016 0.111 * * 25) -13.460 (12 ----- 0) | 4, 0, 4, 9/2> 100 -1.833 -0.204 0.111 * * 26) -9.315 (13 ----- 0) | 4, 1, 3, 5/2> 100 -1.500 0.167 -0.111 * * 27) -9.315 (14 ----- 0) | 4, 2, 2, 3/2> 100 1.498 -0.166 -0.111 * * 28) -9.315 (15 ----- 0) | 4, 0, 4, 7/2> 100 0.835 -0.093 -0.111 * * 29) -9.315 (16 ----- 0) | 4, 0, 4, 7/2> 100 1.167 -0.130 -0.111 * * 30) -8.751 (17 ----- 0) | 4, 1, 1, 3/2> 100 0.833 0.167 0.200 * * 31) -8.751 (18 ----- 0) | 4, 4, 0, 1/2> 100 -1.498 -0.300 0.200 * * 32) -8.751 (19 ----- 0) | 4, 0, 2, 5/2> 100 -0.835 -0.167 0.200 * * 33) -7.601 ( 0 ----- 14) | 5, 2, 3, 7/2> -100 -1.833 -0.167 0.091 * * 34) -7.601 ( 0 ----- 15) | 5, 3, 2, 5/2> -100 2.424 0.220 0.091 * * 35) -7.601 ( 0 ----- 16) | 5, 1, 4, 9/2> -100 1.720 0.156 0.091 * * 36) -7.601 ( 0 ----- 17) | 5, 0, 5,11/2> -100 -1.833 -0.167 0.091 * * 37) -7.601 ( 0 ----- 18) | 5, 3, 0, 1/2> -100 -2.894 -0.263 0.091 * * 38) -7.601 ( 0 ----- 19) | 5, 0, 5,11/2> -100 -0.583 -0.053 0.091 * * 39) -7.087 (20 ----- 0) | 4, 1, 1, 1/2> 100 0.998 -0.200 -0.200 * * 40) -7.087 (21 ----- 0) | 4, 0, 2, 3/2> 100 0.002 0.000 -0.206 * * 41) -6.798 (22 ----- 0) | 4, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 42) -5.096 ( 0 ----- 20) | 5, 1, 2, 5/2> -100 1.500 0.214 0.143 * * 43) -5.096 ( 0 ----- 21) | 5, 4, 1, 3/2> -100 -1.498 -0.214 0.143 * * 44) -5.096 ( 0 ----- 22) | 5, 0, 3, 7/2> -100 -0.835 -0.119 0.143 * * 45) -5.096 ( 0 ----- 23) | 5, 0, 3, 7/2> -100 -1.167 -0.167 0.143 * * 46) -4.738 ( 0 ----- 24) | 5, 2, 3, 5/2> -100 -1.919 0.174 -0.091 * * 47) -4.738 ( 0 ----- 25) | 5, 1, 4, 7/2> -100 0.420 -0.038 -0.091 * * 48) -4.738 ( 0 ----- 26) | 5, 3, 2, 3/2> -100 1.918 -0.174 -0.091 * * 49) -4.738 ( 0 ----- 27) | 5, 0, 5, 9/2> -100 0.248 -0.023 -0.091 * * 50) -4.738 ( 0 ----- 28) | 5, 0, 5, 9/2> -100 1.833 -0.167 -0.091 * * 51) -4.079 (23 ----- 0) | 6, 2, 4, 9/2> 100 -2.500 -0.192 0.077 * * 52) -4.079 (24 ----- 0) | 6, 3, 3, 7/2> 100 2.444 0.188 0.077 * * 53) -4.079 (25 ----- 0) | 6, 1, 5,11/2> 100 1.848 0.142 0.077 * * 54) -4.079 (26 ----- 0) | 6, 1, 5,11/2> 100 1.192 0.092 0.077 * * 55) -4.079 (27 ----- 0) | 6, 0, 6,13/2> 100 -1.526 -0.117 0.077 * * 56) -4.079 (28 ----- 0) | 6, 3, 1, 1/2> 100 -3.407 -0.262 0.077 * * 57) -4.079 (29 ----- 0) | 6, 0, 6,13/2> 100 -1.551 -0.119 0.077 * * 58) -2.806 ( 0 ----- 29) | 5, 1, 2, 3/2> -100 -0.833 0.119 -0.143 * * 59) -2.806 ( 0 ----- 30) | 5, 4, 1, 1/2> -100 1.499 -0.214 -0.143 * * 60) -2.806 ( 0 ----- 31) | 5, 0, 3, 5/2> -100 0.834 -0.119 -0.143 * * 61) -2.503 ( 0 ----- 32) | 5, 5, 0, 1/2> -100 -0.997 -0.332 0.333 * * 62) -2.503 ( 0 ----- 33) | 5, 0, 1, 3/2> -100 -0.003 -0.001 0.333 * * 63) -1.734 ( 0 ----- 34) | 5, 0, 1, 1/2> -100 0.500 -0.167 -0.333 * * 64) 1.708 (30 ----- 0) | 6, 5, 1, 3/2> 100 2.131 0.237 0.111 * * 65) 1.708 (31 ----- 0) | 6, 1, 3, 7/2> 100 0.867 0.096 0.111 * * 66) 1.708 (32 ----- 0) | 6, 4, 2, 5/2> 100 -2.128 -0.236 0.111 * * 67) 1.708 (33 ----- 0) | 6, 0, 4, 9/2> 100 -1.537 -0.171 0.111 * * 68) 1.709 (34 ----- 0) | 6, 0, 4, 9/2> 100 -1.833 -0.204 0.111 * * 69) 2.855 ( 0 ----- 35) | 7, 3, 4, 9/2> -100 -1.879 -0.125 0.067 * * 70) 2.855 ( 0 ----- 36) | 7, 2, 5,11/2> -100 2.228 0.149 0.067 * * 71) 2.855 ( 0 ----- 37) | 7, 4, 3, 7/2> -100 1.703 0.114 0.067 * * 72) 2.855 ( 0 ----- 38) | 7, 1, 6,13/2> -100 -1.415 -0.094 0.067 * * 73) 2.855 ( 0 ----- 39) | 7, 1, 6,13/2> -100 2.833 0.189 0.067 * * 74) 2.855 ( 0 ----- 40) | 7, 4, 1, 3/2> -100 -3.406 -0.227 0.067 * * 75) 2.855 ( 0 ----- 41) | 7, 0, 7,15/2> -100 -1.564 -0.104 0.067 * * 76) 2.855 ( 0 ----- 42) | 7, 0, 7,15/2> -100 -2.500 -0.167 0.067 * * 77) 3.139 (35 ----- 0) | 6, 2, 4, 7/2> 100 1.833 -0.141 -0.077 * * 78) 3.139 (36 ----- 0) | 6, 3, 3, 5/2> 100 -2.454 0.189 -0.077 * * 79) 3.139 (37 ----- 0) | 6, 1, 5, 9/2> 100 -1.726 0.133 -0.077 * * 80) 3.140 (38 ----- 0) | 6, 0, 6,11/2> 100 1.833 -0.141 -0.077 * * 81) 3.140 (39 ----- 0) | 6, 3, 1, 1/2> 100 2.893 -0.223 -0.077 * * 82) 3.140 (40 ----- 0) | 6, 0, 6,11/2> 100 0.619 -0.048 -0.077 * * 83) 4.579 (41 ----- 0) | 6, 1, 3, 5/2> 100 -1.500 0.167 -0.111 * * 84) 4.579 (42 ----- 0) | 6, 4, 2, 3/2> 100 1.498 -0.166 -0.111 * * 85) 4.579 (43 ----- 0) | 6, 0, 4, 7/2> 100 0.836 -0.093 -0.111 * * 86) 4.580 (44 ----- 0) | 6, 0, 4, 7/2> 100 1.167 -0.130 -0.111 * * 87) 5.554 (45 ----- 0) | 6, 3, 1, 3/2> 100 0.833 0.167 0.200 * * 88) 5.554 (46 ----- 0) | 6, 6, 0, 1/2> 100 -1.498 -0.300 0.200 * * 89) 5.554 (47 ----- 0) | 6, 0, 2, 5/2> 100 -0.835 -0.167 0.200 * * 90) 6.548 (48 ----- 0) | 6, 1, 1, 1/2> 100 0.998 -0.200 -0.200 * * 91) 6.548 (49 ----- 0) | 6, 0, 2, 3/2> 100 0.002 0.000 -0.207 * * 92) 7.612 (50 ----- 0) | 6, 0, 0, 1/2> 100 -0.500 -0.500 1.000 * * 93) 9.442 ( 0 ----- 43) | 7, 2, 3, 7/2> -100 -1.833 -0.167 0.091 * * 94) 9.442 ( 0 ----- 44) | 7, 5, 2, 5/2> -100 2.611 0.237 0.091 * * 95) 9.442 ( 0 ----- 45) | 7, 1, 4, 9/2> -100 1.705 0.155 0.091 * * 96) 9.442 ( 0 ----- 46) | 7, 0, 5,11/2> -100 -1.833 -0.167 0.091 * * 97) 9.442 ( 0 ----- 47) | 7, 2, 1, 1/2> -100 -2.870 -0.261 0.091 * * 98) 9.442 ( 0 ----- 48) | 7, 0, 5,11/2> -100 -0.780 -0.071 0.091 * * * ******************************************************************************* ******************************************************************************* * * * HFB PAIRING PROPERTIES PROTONS * * * * STRENGTH= 0.0650 GAP= 0.3181 FERMI ENERGY= -6.1431 ENERGY= -1.5573 * * * * LIPKIN-NOGAMI: GAP= 1.0384 LAMBDA2 PAR.= 0.7203 ENERGY= -1.1018 * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] PROTONS * * * ******************************************************************************* * * * Q00 = 82.0000 ............. ............. ............. ............. * * * * Q10 = ZERO Q11 = ZERO ............. ............. ............. * * * * Q20 = 2.7E-10 Q21 = ZERO Q22 = ZERO ............. ............. * * * * Q30 = ZERO Q31 = ZERO Q32 = ZERO Q33 = ZERO ............. * * * * Q40 =-8.3E-06 Q41 = ZERO Q42 = ZERO Q43 = ZERO Q44 =-5.0E-06 * * * ******************************************************************************* ******************************************************************************* * * * ROOT-MEAN-SQUARE AND GEOMETRIC SIZES IN FERMIS PROTONS * * * * R_RMS = 5.4540 X_RMS = 3.1488 Y_RMS = 3.1488 Z_RMS = 3.1488 * * * * R_GEO = 7.0410 X_GEO = 7.0410 Y_GEO = 7.0410 Z_GEO = 7.0410 * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) PROTONS * * * ******************************************************************************* * * * B10 = ZERO B11 = ZERO ............. ............. ............. * * * * B20 = ZERO B21 = ZERO B22 = ZERO ............. ............. * * * * B30 = ZERO B31 = ZERO B32 = ZERO B33 = ZERO ............. * * * * B40 =-1.7E-06 B41 = ZERO B42 = ZERO B43 = ZERO B44 =-1.5E-06 * * * ******************************************************************************* * * * BOHR DENSITY = 0.0561 FM^(-3) BOHR RADIUS = 7.0410 FM * * * ******************************************************************************* ******************************************************************************* * * * DENSITY INTEGRALS IN THE SKYRME FUNCTIONAL * * * ******************************************************************************* * * * TOTAL(T) SUM(S) ISOSCALAR(P) ISOVECTOR(M) * * -------- ------ ------------ ------------ * * DRHO_ = 24.686364 12.785373 24.686364 0.884382 * * DRHOD = 12.861005 6.652602 12.861005 0.444200 * * DLPR_ = -4.085603 -2.101013 -4.085603 -0.116424 * * DTAU_ = 22.716568 11.993202 22.716568 1.269836 * * DSCU_ = 0.201097 0.103891 0.201097 0.006685 * * DDIV_ = 1.052942 0.537850 1.052942 0.022758 * * * * DSPI_ = 0.000000 0.000000 0.000000 0.000000 * * DSPID = 0.000000 0.000000 0.000000 0.000000 * * DLPS_ = 0.000000 0.000000 0.000000 0.000000 * * DCUR_ = 0.000000 0.000000 0.000000 0.000000 * * DKIS_ = 0.000000 0.000000 0.000000 0.000000 * * DROT_ = 0.000000 0.000000 0.000000 0.000000 * * * ******************************************************************************* ******************************************************************************* * * * CONTRIBUTIONS TO ENERGY IN THE SKYRME FUNCTIONAL * * * ******************************************************************************* * * * TOTAL(T) SUM(S) ISOSCALAR(P) ISOVECTOR(M) * * -------- ------ ------------ ------------ * * ERHO_ = -23363.976389 6138.245307 -17438.026437 212.295355 * * ERHOD = 12062.640792 -918.749583 11174.564029 -30.672820 * * ELPR_ = -1.478988 233.727662 225.772894 6.475779 * * ETAU_ = 733.113096 -1083.931638 -293.435385 -57.383157 * * ESCU_ = 0.000000 0.000000 0.000000 0.000000 * * EDIV_ = -131.787219 49.084369 -83.741285 1.038435 * * ============ ============ ============ ============ * * SUM EVEN: -10701.488708 4418.376118 -6414.866183 131.753593 * * * * ESPI_ = 0.000000 0.000000 0.000000 0.000000 * * ESPID = 0.000000 0.000000 0.000000 0.000000 * * ELPS_ = 0.000000 0.000000 0.000000 0.000000 * * ECUR_ = 0.000000 0.000000 0.000000 0.000000 * * EKIS_ = 0.000000 0.000000 0.000000 0.000000 * * EROT_ = 0.000000 0.000000 0.000000 0.000000 * * ============ ============ ============ ============ * * SUM ODD: 0.000000 0.000000 0.000000 0.000000 * * * ******************************************************************************* ******************************************************************************* * * * EULER ANGLES OF THE PRINCIPAL-AXES FRAME IN DEGREES TOTAL * * * * ALPHA =180.00000 BETA = 0.00008 GAMMA = 90.00000 * * * ******************************************************************************* ******************************************************************************* * * * ROOT-MEAN-SQUARE AND GEOMETRIC SIZES IN FERMIS TOTAL * * * * R_RMS = 5.5652 X_RMS = 3.2131 Y_RMS = 3.2131 Z_RMS = 3.2131 * * * * R_GEO = 7.1847 X_GEO = 7.1847 Y_GEO = 7.1847 Z_GEO = 7.1847 * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] TOTAL * * * ******************************************************************************* * * * Q00 =208.0000 ............. ............. ............. ............. * * * * Q10 = ZERO Q11 = ZERO ............. ............. ............. * * * * Q20 = 6.7E-10 Q21 = ZERO Q22 = ZERO ............. ............. * * * * Q30 = ZERO Q31 = ZERO Q32 = ZERO Q33 = ZERO ............. * * * * Q40 =-2.0E-05 Q41 = ZERO Q42 = ZERO Q43 = ZERO Q44 =-1.2E-05 * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) TOTAL * * * ******************************************************************************* * * * B10 = ZERO B11 = ZERO ............. ............. ............. * * * * B20 = ZERO B21 = ZERO B22 = ZERO ............. ............. * * * * B30 = ZERO B31 = ZERO B32 = ZERO B33 = ZERO ............. * * * * B40 =-1.5E-06 B41 = ZERO B42 = ZERO B43 = ZERO B44 =-1.3E-06 * * * ******************************************************************************* * * * BOHR DENSITY = 0.1339 FM^(-3) BOHR RADIUS = 7.1847 FM * * * ******************************************************************************* ******************************************************************************* * * * MULTIPOLE MOMENTS [UNITS: (10 FERMI)^LAMBDA] [INTRINSIC FRAME] TOTAL * * * * REAL PART FOR A NON-NEGATIVE PROJECTION * * IMAGINARY PART FOR A NEGATIVE PROJECTION * * * ******************************************************************************* * * * Q00 =208.0000 ............. ............. ............. ............. * * ............. ............. ............. ............. * * * * Q10 = ZERO Q1+1= ZERO ............. ............. ............. * * Q1-1= ZERO ............. ............. ............. * * * * Q20 = 6.7E-10 Q2+1= ZERO Q2+2= ZERO ............. ............. * * Q2-1= ZERO Q2-2= ZERO ............. ............. * * * * Q30 = ZERO Q3+1= ZERO Q3+2= ZERO Q3+3= ZERO ............. * * Q3-1= ZERO Q3-2= ZERO Q3-3= ZERO ............. * * * * Q40 =-2.0E-05 Q4+1= ZERO Q4+2= ZERO Q4+3= ZERO Q4+4=-1.2E-05 * * Q4-1= ZERO Q4-2= ZERO Q4-3= ZERO Q4-4= ZERO * * * ******************************************************************************* ******************************************************************************* * * * BOHR DEFORMATIONS (FIRST-ORDER APPROXIMATION) [INTRINSIC FRAME] TOTAL * * * * REAL PART FOR A NON-NEGATIVE PROJECTION * * IMAGINARY PART FOR A NEGATIVE PROJECTION * * * ******************************************************************************* * * * B10 = ZERO B1+1= ZERO ............. ............. ............. * * B1-1= ZERO ............. ............. ............. * * * * B20 = ZERO B2+1= ZERO B2+2= ZERO ............. ............. * * B2-1= ZERO B2-2= ZERO ............. ............. * * * * B30 = ZERO B3+1= ZERO B3+2= ZERO B3+3= ZERO ............. * * B3-1= ZERO B3-2= ZERO B3-3= ZERO ............. * * * * B40 =-1.5E-06 B4+1= ZERO B4+2= ZERO B4+3= ZERO B4+4=-1.3E-06 * * B4-1= ZERO B4-2= ZERO B4-3= ZERO B4-4= ZERO * * * ******************************************************************************* * * * BOHR DENSITY = 0.1339 FM^(-3) BOHR RADIUS = 7.1847 FM * * * ******************************************************************************* ******************************************************************************* * * * SHELL CORRECTION (BASED ON HFB EQUIVALENT SPECTRUM) * * * * SHELL CORR. - NEUTRONS: 4.6656 * * SHELL CORR. - PROTONS : 4.1856 * * * ******************************************************************************* * * * ENERGIES (MEV) * * * ******************************************************************************* * * * KINETIC: (NEU)= 2510.622261 (PRO)= 1345.229941 (TOT)= 3855.852202 * * SUM EPS: (NEU)= -2013.274996 (PRO)= -1224.122233 (TOT)= -3237.397229 * * PAIRING: (NEU)= -1.597178 (PRO)= -1.557263 (TOT)= -3.154441 * * P-REARR: (NEU)= 0.470017 (PRO)= 0.486735 (TOT)= 0.956753 * * ELIPKIN: (NEU)= -1.066567 (PRO)= -1.101814 (TOT)= -2.168382 * * * * PAIRGAP: (NEU)= 0.282826 (PRO)= 0.318050 THIS SPACE IS EMPTY * * E-FERMI: (NEU)= -6.106353 (PRO)= -6.143074 AND AWAITS YOUR AD * * LAMBDA2: (NEU)= 0.613517 (PRO)= 0.720316 AS SOON AS YOU PAY * * * * COULOMB: (DIR)= 828.293246 (EXC)= -31.326045 (TOT)= 796.967200 * * * * CONSTR. (MULT)= 0.000000 SLOPE= 0.000000 CORR.= 0.000000 * * CONSTR. (SURF)= 0.000000 SLOPE= 0.000000 CORR.= 0.000000 * * CONSTR. (SPIN)= 0.000000 SLOPE= 0.000000 CORR.= 0.000000 * * * * REARRANGEMENT ENERGY FROM THE SKYRME DENSITY-DEPENDENT TERMS= 1793.921261 * * ROUTHIAN (TOTAL ENERGY PLUS MULTIPOLE AND SPIN CONSTRAINTS)= -1635.616011 * * * * SPIN-ORB (EVE)= -82.702850 (ODD)= 0.000000 (TOT)= -82.702850 * * SKYRME: (EVE)= -6283.112591 (ODD)= 0.000000 (TOT)= -6283.112591 * * * * TOTAL: (STAB)= 5.40E-08 (SP)= -1635.616011 (FUN)= -1635.616011 * * * ******************************************************************************* ******************************************************************************* * * * CALLING SUBROUTINE "RECORD" TO SAVE THE RECORD FILE CONTAINING RESULTS * * pb208_tho.rec * * * * CALLING SUBROUTINE "RECLIP" TO SAVE THE LIPKIN FILE CONTAINING RESULTS * * pb208_tho.lic * * * ******************************************************************************* ******************************************************************************* * * * CALCULATION OF THE DATA SET NO. 1 HAS BEEN SUCCESSFULLY COMPLETED * * * ******************************************************************************* ******************************************************************************* * * * PROCESSOR EXECUTION TIMES IN SUBROUTINES * * INCLUDING THEIR COMPLETE DOWN-CALLING TREES * * * ******************************************************************************* * * * 1066 => HFODD 522 => DENSHF 166 => DIAMAT 123 => HFBSIG * * * * 114 => CANQUA 68 => DENMAC 46 => AVEQUA 38 => SPAVER * * * * 27 => AVOBSE 25 => DIASIG 13 => DOBROY 10 => AVANGY * * * * 10 => INTEGH 8 => COUMAT 8 => INTCOU 7 => NILABS * * * * 5 => MOMETS 4 => INTMUL 4 => INTSOR 2 => BEGINT * * * * 2 => POWALL 1 => SKFILD 1 => INTEGD 0 => INTMAS * * * * 0 => INTCEN 0 => RECORD 0 => AVPARI 0 => INTKIN * * * * 0 => BEGINC 0 => SKPAIR 0 => LINAVR 0 => ROTAVR * * * * 0 => RECOUL 0 => AVSIMP 0 => QUABCS 0 => SHICOE * * * * 0 => THOPAI 0 => THOMAT 0 => SHISIF 0 => THOXYZ * * * * 0 => MOMSIF 0 => PAXMOM 0 => WSHELL 0 => MOMVMU * * * * 0 => MAGMOM 0 => SPIMOM 0 => SHIMOM 0 => SHIMAG * * * ******************************************************************************* * * * NUMBERS OF CALLS TO SUBROUTINES * * * ******************************************************************************* * * * 624 => BEGINT 546 => INTMUL 405 => DIAMAT 156 => INTSOR * * * * 106 => INTKIN 104 => INTCEN 81 => PAXMOM 54 => HFBSIG * * * * 54 => DIASIG 54 => QUABCS 54 => CANQUA 54 => AVEQUA * * * * 54 => AVPARI 54 => DENSHF 54 => DENMAC 54 => MOMETS * * * * 54 => MOMSIF 54 => MOMVMU 54 => MAGMOM 54 => SPIMOM * * * * 54 => LINAVR 54 => ROTAVR 54 => SHICOE 52 => INTEGH * * * * 52 => INTMAS 52 => INTEGD 28 => SPAVER 27 => COUMAT * * * * 27 => BEGINC 27 => INTCOU 27 => SKFILD 27 => SKPAIR * * * * 27 => SHIMOM 27 => SHISIF 27 => SHIMAG 27 => RECORD * * * * 26 => DOBROY 4 => AVANGY 4 => AVOBSE 4 => AVSIMP * * * * 4 => NILABS 1 => HFODD 1 => POWALL 1 => RECOUL * * * * 1 => THOXYZ 1 => THOMAT 1 => THOPAI 1 => WSHELL * * * ******************************************************************************* * * * EXECUTION ENDS ON 2011.02.23 AT 14:21:14.784 * * * ******************************************************************************* ALL DONE