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:

































 

 

 

 





. :

 

 

:

Cx=CNR2/R1; Rx=RNR1/R2.

δ, 90˚ , :

tgδ=ωCxRx=ωCNRN.

. RN=0, R2/R1 , . RN, . R2R1 .. , .

RN CN, .

:

 

:

 

 

CN RN

 

 

δ Cx, tgδ,

tgδ = 1/(ωCxRx) = 1/(ωCNRN)

,

x = CNR2/R1; Rx = R1C2/CN.

tgδ = ωCxRx = ωC2R2

 


52. . , (Lx, Co)

53. . , (Lx, Lo)

, Lx Rx, LN RN. R Rx RN. R Lx,

Lx = LNR1/R2; Rx = RNR1/R2 R.

R LN,

Lx = LNR1/R2; Rx = (RN+R)R1/R2.

Lx C ( )

Lx = CR1R2 ; Rx=R1R2/R

Rx,Lx R,C

Q = ωLx/Rx = ωCR.

Q = 1, Q<0,5 . .

. .

 

 

53. . , (Lx, Lo)

 

:

 

:

 

rx > r0,

1 (r )

:

,

rx < r0,

 

2 (r BC)

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: 2016-10-27; !; : 592 |


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