RETURN

(1s 1 5s 1 ) 3 S             Be 2+

F( r ) = Σ j   C j   S nl ( α j ,r) Y l,m ( r )

Table 3050.

N.V.Novikov // Wave Function Value Database;

http://cdfe.sinp.msu.ru/services/wftables/

j S nl j j ,r) C j
nl j α j 5s- electron
1 1s 3.220101 .08981779
2 2s .697520 -3.23299046
3 3s .811197 5.78629377
4 4s .542802 -13.63174352
5 5s .588251 12.05878702
6 2s 1.900328 .12164473
7 5s 3.371576 -.01112573
8 3s .304810 .03548518
ORB.ENERGY,a.u. -.191330
NORM .999964
< R > 11.872218
< R2 > 157.851737
< 1/R > .123386
< 1/R**2 > .143565


j S nl j j ,r) C j
nl j α j 1s- electron
1 1s 3.918062 .75852688
2 1s 4.102183 .25489675
3 2s 3.937390 -.01492048
4 3s 4.470099 -.00060253
ORB.ENERGY,a.u. -7.871300
NORM 1.000000
< R > .374988
< R2 > .187495
< 1/R > 4.000206
< 1/R**2 > 32.003290


Total Energy= -8.18818139 a.u.

Kinetic Energy= 8.18960053 a.u.

Potential Energy= -16.37778192 a.u.

Virial Ratio = -1.99982671

***** TESTING *****

1.0 - <5s 5s> = .3551E-04

1.0 - <1s 1s> = -.1049E-08

<5s 1s> = .8773E-06

RETURN