, ( ), , 1 2 ( -) L. (. 1.18).
.1.18. . |
) , z. :
, , .. , = 1,2,3 , : . (1.83)
: , (1.84)
- , .
. z, .. .
∆ν=νq+1-νq, (1.85) .
.1.19. . |
, (.1.19).
.1.20. . |
) , , , q (.1.20).
:
, (1.86)
q . . (.1.21).
:
, (1.87)
m, l =0,1,2,3... .
.1.21. . |
, q m,l<<q, , .
(1.87) :
. (1.88)
, m , : . , , : . (1.89)
, Dnl:
. (1.90)
, z, .. .
( ) (1.89) (1.90) , 1.22.
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Dnm Dnl .
.1.22. . |
. , ( , ) . , , , . , -. .
. 1.23. .
U - , , ( ):
(1.91)
- ; - : θ - ; U0- . (1.91).
. , . 1.25 x=a/2 . , . N , , : υ(x,y), γ - , υ(x,y)- . (1.91), : . υN+1=υN, , : (1.92)
υmn(x,y), (1.92) γmn ( ), TEMmn. (.1.25). , q.
.1.24. . |
m x, n y. n ( ), m - .
γmn
lnγmn=βmn+i(αmn+kL), (1.93)
βmn , ; αmn , .
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βmn : . (1.94)
, αmn: . (1.95)
, (1.92) , . , . ( -), ( , ).
.1.26 TEMmn .
.1.25. . |
.1.26. .
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