RETURN

(1s 1 3p 1 ) 3 P             He 0

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

Table 3131.

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 3p- electron
1 2p .311671 1.95961371
2 3p .339956 -2.57899195
3 2p .836139 .03473529
4 3p .480632 -.05904277
5 2p 1.917056 .01404347
6 4p .281564 -.01073599
ORB.ENERGY,a.u. -.057697
NORM 1.000000
< R > 11.994950
< R2 > 166.326909
< 1/R > .118445
< 1/R**2 > .030298


j S nl j j ,r) C j
nl j α j 1s- electron
1 1s 1.920763 .62906295
2 1s 2.072570 .38545919
3 2s 2.018309 -.01470404
4 3s 2.090552 -.00258638
5 4s 1.872009 .00134936
6 5s 4.833318 .00003571
ORB.ENERGY,a.u. -1.835500
NORM 1.000000
< R > .751714
< R2 > .754190
< 1/R > 1.997065
< 1/R**2 > 7.981650


Total Energy= -2.05662374 a.u.

Kinetic Energy= 2.05758978 a.u.

Potential Energy= -4.11421352 a.u.

Virial Ratio = -1.99953050

***** TESTING *****

1.0 - <3p 3p> = -.1852E-06

1.0 - <1s 1s> = .4500E-08

RETURN