PSGen-1.6.1 PSgen arguments: -element Ru -xc LDA -smooth_v -bound l=0:rc=1.55 -bound l=1:rc=1.15 -bound l=2:rc=1.45 Bound state(s): l=0: rc = 1.55 l=1: rc = 1.15 l=2: rc = 1.45 Ru Z=44 [Kr] 4d7 5s1 xc = LDA scalar relativistic core = yes mmax = 2000 rmin = 2.273e-08 rmax = 49.465 total charge: 44.000 Full atom solution: Weighted sum of eigenvalues: -2721.725903 electron-nucleus energy: -10923.262976 Coulomb interaction energy: 1846.521018 Exc-Vxc: 41.969983 Total energy: -4526.276938 n l f e[n,l] r_peak - - - ------ ------ 1 0 2.00 -805.125445 0.021662 2 0 2.00 -115.790594 0.122395 2 1 6.00 -103.777711 0.097649 3 0 2.00 -20.371301 0.358826 3 1 6.00 -16.423752 0.354987 3 2 10.00 -10.050926 0.298864 4 0 2.00 -2.809146 0.904916 4 1 6.00 -1.709884 0.975678 4 2 7.00 -0.198510 1.209848 5 0 1.00 -0.166020 2.710639 l=0 ic=154 rc: 1.550000 l=1 ic=114 rc: 1.150000 l=2 ic=144 rc: 1.450000 dv: 8.466776 eig: -0.166020 ae_eig: -0.166020 error: 2.844428e-10 l = 0 ae_norm: 1.000003e+00 l = 0 ps_norm: 1.000000e+00 l=0 rctp=1.530000e+00 r[icn]: 2.330000e+00 ae_outnorm: 7.906743e-01 ps_outnorm: 7.687115e-01 dl = -5.593469e-01 outnorm error after correction: -7.337819e-11 dv: 3.401366e+00 eig: -1.709884e+00 ae_eig: -1.709884e+00 error: 8.635696e-09 l = 1 ae_norm: 9.999983e-01 l = 1 ps_norm: 1.000000e+00 l=1 rctp=3.900000e-01 r[icn]: 1.730000e+00 ae_outnorm: 8.428536e-02 ps_outnorm: 6.351303e-02 dl = -4.132765e-01 outnorm error after correction: 4.600299e-11 dv: -1.265927e+00 eig: -1.985097e-01 ae_eig: -1.985097e-01 error: -9.892023e-11 l = 2 ae_norm: 1.000000e+00 l = 2 ps_norm: 1.000000e+00 l=2 rctp=6.800000e-01 r[icn]: 2.180000e+00 ae_outnorm: 2.262262e-01 ps_outnorm: 2.514690e-01 dl = 2.832739e-01 outnorm error after correction: 2.769174e-13 integral of charge density: 1.400000e+01 smooth_v matching v polynomial at r=7.800000e-01 l=0 eigenvalue correction: 6.552333e-06 matching v polynomial at r=5.800000e-01 l=1 eigenvalue correction: -1.030588e-03 matching v polynomial at r=7.300000e-01 l=2 eigenvalue correction: 1.505123e-04 bound states test: eigenvalue test: AE pseudo error ---------------- -- ------ ----- l=0 -0.166020 -0.166074 -5.334287e-05 l=1 -1.709884 -1.710872 -9.880722e-04 l=2 -0.198510 -0.198425 8.431107e-05 norm test: rcn AE pseudo error ---------- --- -- ------ ----- l=0 2.330 0.790674 0.790634 4.025017e-05 l=1 1.730 0.084285 0.084172 1.134427e-04 l=2 2.180 0.226226 0.226377 -1.512089e-04 truncating v[l=0] at i = 871 truncating v[l=1] at i = 871 truncating v[l=2] at i = 871