RETURN

(1s 2 3p 1 ) 2 P             S 13+

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

Table 2131.

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 6.343352 .84983478
2 3p 4.575643 -1.57589378
3 4p 7.213012 .18733330
4 5p 12.859473 .01666482
5 4p 29.221786 -.00285184
6 5p 38.020625 .00087000
7 5p 4.336778 .00843842
8 3p 61.880218 -.00004019
ORB.ENERGY,a.u. -11.013000
NORM 1.000000
< R > .883290
< R2 > .899245
< 1/R > 1.577971
< 1/R**2 > 5.046023


j S nl j j ,r) C j
nl j α j 1s- electron
1 1s 15.401973 .93703325
2 1s 23.912207 .05137379
3 2s 18.060285 .01706087
4 3s 16.564285 .00105772
5 4s 23.004273 -.00161834
6 5s 29.539297 .00032401
7 3s 40.349204 -.00057243
8 5s 8.004991 -.00008309
ORB.ENERGY,a.u. -116.840000
NORM 1.000000
< R > .096063
< R2 > .012344
< 1/R > 15.680781
< 1/R**2 > 494.462425


Total Energy= -257.10830048 a.u.

Kinetic Energy= 257.10830014 a.u.

Potential Energy= -514.21660062 a.u.

Virial Ratio = -2.00000000

***** TESTING *****

1.0 - <3p 3p> = .8649E-07

1.0 - <1s 1s> = -.4408E-08

RETURN