, , , () , . :
4.
4
Ai2 | Bi2 | Ai2- Bi2 | Θ1 | 2Θ1 | Ai2 + Bi2 | |
mβ | 278,01 | 188,87 | 89,14 | 466,88 | ||
m | 0,35819426 | 0,358186 | 0,0000087 | 0,71638 | ||
mλ | 0,1129 | 0,1129 | 0,1129 | |||
mα0 | 1,368 | 1,368 | 1,368 | |||
∑= | 279,8490943 | 189,2282 | 90,62090873 | - | - | 469,0773 |
∑Ai2 + ∑Bi2 | = | ∑(Ai2 +Bi2) | ||||
469,0772798 | = | 469,0773 |
(Ai2 - Bi2) 2Θ1, Wp =602302, :
Ap2=1/2*(469,07+602302)=301385,538
Bp2=1/2*(602302-469,07)=300916,46
:
Mk = √ (Ap2 + Bp2)=√(301385,53+300916,46)=848,7
: , - , : Mk = 848,7 > M (800 ), .
- , Mk.. = Mk . = 848.7 . ,
, , - .
1.5.3 - *.
. , , , . , . , "" , .
:
3 4 , 17 18, 36 37.
"" , .
|
|
"" S :
, (1.40)
L - , ; Σl - , .
, .. , .
, N .
:
, (1.41)
SI, SII, S1, S2, SN -"" , ;
nI, nII, n1, n2, nN - ;
Σl , ;
L - , .
1.8
"" | ||||||
".1-4" | 184,1 | 176,22 |
| |||
"4 - 18" | 454,054 | 514,63 | ||||
"18 - 37" | ||||||
"37 - 46" | 512,14 |
= +
= 0,305 < M = 0,8
: .