1 2 12
1 10 15

:

  1. #1
      UN-NS
    09.07.2005
    KZ
    3,066
    https://chat.deepseek.com .

    : ( ). . :

    - -811, . 1200 , 500 . 50 . 3.6 , 7.1 , 10.1 , 14.150 , 18.1 , 21.2 , 24.35 , 28.25 . 50-60 .

    :

    - 4 -811 .

    :

    : 1200

    : 500 ( 4 )

    : 50

    : 3.6, 7.1, 10.1, 14.15, 18.1, 21.2, 24.35, 28.25

    : 50-60

    (R):
    :
    R ≈ 1/S, S -
    -811 S ≈ 5 / ⇒ R ≈ 200 ( 4 )

    - (L, C1, C2) :
    Q = √(R/R - 1) = √(200/50 - 1) ≈ 1.73
    Xc1 = R/Q = 200/1.73 ≈ 115
    Xc2 = RQ = 501.73 ≈ 87
    XL = (RR)/(Xc1 + Xc2) = (20050)/(115+87) ≈ 49

    :

    C1 C2 L
    3.6 385 510 2.16
    7.1 195 258 1.10
    10.1 137 181 0.77
    14.15 98 129 0.55
    18.1 76 101 0.43
    21.2 65 86 0.37
    24.35 57 75 0.32
    28.25 49 65 0.28
    :

    C1, C2 ( 1.5-2 )

    L

    :





    -

    :

    ( 1:4)





    : 10-15% - . - .

    , , , , . - . !

    59 ():

    : . .
    :
    ** -** (3.530 ) ** ** . .

    ---

    ### **1. HF Multiband Vertical**
    **:** 8010 (3.530 )
    **:** GP (Ground Plane)
    **:**
    - ** :** ~1012 ( 80 ) 56 ( ).
    - **:** 48 1020 ( ).
    - **:** (ATU) .

    **:**
    - ( ).
    - DX ( ).
    - .

    **:**
    - .
    - .

    ---

    ### **2. G5RV ()**
    **:** 8010 ( )
    **:**
    **:**
    - ** :** 31 ( ).
    - **:** 11 (450 ) + 50 .
    - ** :** 1015 ( , ).

    **:**
    - - .
    - ( 23 , ).
    - 2010 .

    **:**
    - .
    - 80 40 ( ).

    ---

    ### **3. EFHW (End-Fed Half-Wave)**
    **:** 8010 ( 49:1)
    **:** ,
    **:**
    - ** :** 20.5 ( 40 ) + 80 .
    - ** :** 712 .

    **:**
    - ( ).
    - ( 1.11.5).
    - .

    **:**
    - .

    ---

    ### **:**
    - ** :** ATU (, **Chameleon CHA MPAS**).
    - ** :** G5RV EFHW ( ).
    - ** :** 40 (14 ) (20, 15, 10 ).

    ! 😊
    UN-NS; 03.05.2025 22:36.



  2. #2
      ex UN7CDN
    20.12.2008
    1,252
    . - Depseek, Grok Qwen, - . .
    Depseek:
    - -811 ( ) .
    1.
    -811 (RR​) :
    R=R__4R​=4R__​​
    -811 200400 . 300 , :
    R=3004=75 R​=4300​=75
    50 , 50 → 75 .
    2. -
    - :

    • (C1 C2​)
    • (L1)

    (50 → 75 ):
    Q=RR−1=7550−1≈0.7 07Q=RR​​−1​=5075​−1​≈0.70 7XC1=RQ=500.707≈70 .7 XC1​=QR​​=0.70750​≈70.7 XC2=R⋅Q=75⋅0.707≈53  XC2​=R​⋅Q=75⋅0.707≈53XL=R ⋅(Q2+1)Q=50⋅(0.7072+ 1)0.707≈88.4 XL​=QR​⋅(Q2+1)​=0.70750⋅(0.707 2+1)​≈88.4
    .
    3.
    :
    C=12πfXC,L=XL2πfC=2πfXC​1​,L=2πfXL​​
    3.6 :
    C1=12π⋅3.6⋅106⋅70.7≈ 630 C1​=2π⋅3.6⋅106⋅70.71​≈630 C2=12π⋅3.6⋅106⋅53≈8 40 C2​=2π⋅3.6⋅106⋅531​≈840L =88.42π⋅3.6⋅106≈3.9  L=2π⋅3.6⋅10688.4​≈3.9
    :
    () C1​ () C2 () L1 ()
    3.6 630 840 3.9
    7.1 320 420 2.0
    10.1 220 300 1.4
    14.150 160 210 1.0
    18.1 125 170 0.78
    21.2 105 140 0.66
    24.35 92 120 0.58
    28.25 80 105 0.50
    4.
    5060 :
    P=V2R  ⟹  V=P⋅R=60⋅5 0≈55 P=RV2​⟹V=PR​=60⋅50​≈55
    200300 .
    5.

    • (, 10500 ) .
    • .
    • .


    - 50 → 75 . .
    :

    1. :
      • XC1=70.7 XC1​=70.7, XC2=53 XC2​=53, XL=88.4 XL​=88.4 Q=0.707Q=0.707.
      • :

    C=12πfXC,L=XL2πfC=2πfXC​1​,L=2πfXL​​

    1. :
      • C1​ C2:
        • (3.610.1 ) 5001000 .
        • (1428 ) (5200 ).

      • L1:
      • 3.6 : 3.9 ( 810 , 1012 0.81 ).
      • 28 : 0.5 (34 ).

    2. :
    3. - 1020%. :
      • (, 5100 C2C2​).
      • .


    14.150 :

    • C1=160 C1​=160 ( 150 + 20 ).
    • C2=210 C2​=210 (200 + 25 ).
    • L=1.0 L=1.0 ( 6 8 , ).


    :

    1. :
      • 60 I=P/R=60/50≈1.1 I=P/R​=60/50​≈1.1. ( 0.81 ).

    2. :
    3. C1​: VC1≈55  ( 200 ).
    4. C2​: VC2≈45 .

    , !

    Grok:
    1: -811
    -811 , . :

    • : 1200 .
    • : 500 ( , .. 125 ).
    • : 5060 .

    -811 - 150200 . R R_{\text{}} R​ :
    R=R 4≈1504=37.5 . R_{\text{}} = \frac{R_{\text{ }}}{4} \approx \frac{150}{4} = 37.5 \, \text{}.R​=4R ​​≈4150​=37.5 .
    R≈40  R_{\text{}} \approx 40 \, \text{} R​≈40, 50 .
    2: -
    - (C1 C_1 C1​, C2 C_2 C2​) (L L L). 50 40 . Q Q Q 25 . Q=3 Q = 3 Q=3 .
    -:

    • R1=50  R_1 = 50 \, \text{} R1​=50 ( ).
    • R2=40  R_2 = 40 \, \text{} R2​=40 ( ).
    • : 3.6, 7.1, 10.1, 14.15, 18.1, 21.2, 24.35, 28.25 .

    -:

    1. R R_{\text{}} R​:

    R=R1⋅R2=50⋅40=200 0≈44.7 .R_{\text{ }} = \sqrt{R_1 \cdot R_2} = \sqrt{50 \cdot 40} = \sqrt{2000} \approx 44.7 \, \text{}.R​=R1​⋅ R2​​=50⋅40​=2000​≈44 .7.

    1. L L L:

    L=R2πfQ,L = \frac{R_{\text{}} }{2 \pi f Q},L=2πfQR​​,
    f f f .

    1. C1 C_1 C1​ C2 C_2 C2​:

    C1=12πfR1Q,C_1 = \frac{1}{2 \pi f R_1 Q},C1​=2πfR1​Q1​, C2=12πfR2Q.C_2 = \frac{1}{2 \pi f R_2 Q}.C2​=2πfR2​Q1​.
    3:
    L L L, C1 C_1 C1​, C2 C_2 C2​ Q=3 Q = 3 Q=3.
    3.6 (f=3.6⋅106  f = 3.6 \cdot 10^6 \, \text{} f=3.6⋅106):

    • L=44.72π⋅3.6⋅106⋅3≈4 4.767.86⋅106≈0.658 μ L = \frac{44.7}{2 \pi \cdot 3.6 \cdot 10^6 \cdot 3} \approx \frac{44.7}{67.86 \cdot 10^6} \approx 0.658 \, \mu\text{} L=2π⋅3.6⋅106⋅344.7​≈ 67.86⋅10644.7​≈0.658 μ.
    • C1=12π⋅3.6⋅106⋅50⋅3≈ 1339.29⋅106≈2947  C_1 = \frac{1}{2 \pi \cdot 3.6 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{339.29 \cdot 10^6} \approx 2947 \, \text{} C1​=2π⋅3.6⋅106⋅50⋅31 ​≈339.29⋅1061​≈2947 .
    • C2=12π⋅3.6⋅106⋅40⋅3≈ 1271.43⋅106≈3684  C_2 = \frac{1}{2 \pi \cdot 3.6 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{271.43 \cdot 10^6} \approx 3684 \, \text{} C2​=2π⋅3.6⋅106⋅40⋅31 ​≈271.43⋅1061​≈3684 .

    7.1 :

    • L=44.72π⋅7.1⋅106⋅3≈4 4.7133.77⋅106≈0.334  μ L = \frac{44.7}{2 \pi \cdot 7.1 \cdot 10^6 \cdot 3} \approx \frac{44.7}{133.77 \cdot 10^6} \approx 0.334 \, \mu\text{} L=2π⋅7.1⋅106⋅344.7​≈ 133.77⋅10644.7​≈0.33 4μ.
    • C1=12π⋅7.1⋅106⋅50⋅3≈ 1668.86⋅106≈1495  C_1 = \frac{1}{2 \pi \cdot 7.1 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{668.86 \cdot 10^6} \approx 1495 \, \text{} C1​=2π⋅7.1⋅106⋅50⋅31 ​≈668.86⋅1061​≈1495 .
    • C2=12π⋅7.1⋅106⋅40⋅3≈ 1535.09⋅106≈1869  C_2 = \frac{1}{2 \pi \cdot 7.1 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{535.09 \cdot 10^6} \approx 1869 \, \text{} C2​=2π⋅7.1⋅106⋅40⋅31 ​≈535.09⋅1061​≈1869 .

    10.1 :

    • L=44.72π⋅10.1⋅106⋅3≈ 44.7190.07⋅106≈0.235  μ L = \frac{44.7}{2 \pi \cdot 10.1 \cdot 10^6 \cdot 3} \approx \frac{44.7}{190.07 \cdot 10^6} \approx 0.235 \, \mu\text{} L=2π⋅10.1⋅106⋅344.7​ ≈190.07⋅10644.7​≈0.2 35μ.
    • C1=12π⋅10.1⋅106⋅50⋅3 ≈1951.33⋅106≈10 51  C_1 = \frac{1}{2 \pi \cdot 10.1 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{951.33 \cdot 10^6} \approx 1051 \, \text{} C1​=2π⋅10.1⋅106⋅50⋅3 1​≈951.33⋅1061​≈1051 .
    • C2=12π⋅10.1⋅106⋅40⋅3 ≈1761.06⋅106≈13 14  C_2 = \frac{1}{2 \pi \cdot 10.1 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{761.06 \cdot 10^6} \approx 1314 \, \text{} C2​=2π⋅10.1⋅106⋅40⋅3 1​≈761.06⋅1061​≈1314 .

    14.15 :

    • L=44.72π⋅14.15⋅106⋅3 ≈44.7266.65⋅106≈0.16 8 μ L = \frac{44.7}{2 \pi \cdot 14.15 \cdot 10^6 \cdot 3} \approx \frac{44.7}{266.65 \cdot 10^6} \approx 0.168 \, \mu\text{} L=2π⋅14.15⋅106⋅344.7 ​≈266.65⋅10644.7​≈0. 168μ.
    • C1=12π⋅14.15⋅106⋅50⋅ 3≈11333.24⋅106≈750  C_1 = \frac{1}{2 \pi \cdot 14.15 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{1333.24 \cdot 10^6} \approx 750 \, \text{} C1​=2π⋅14.15⋅106⋅50⋅ 31​≈1333.24⋅1061​≈75 0.
    • C2=12π⋅14.15⋅106⋅40⋅ 3≈11066.59⋅106≈937  C_2 = \frac{1}{2 \pi \cdot 14.15 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{1066.59 \cdot 10^6} \approx 937 \, \text{} C2​=2π⋅14.15⋅106⋅40⋅ 31​≈1066.59⋅1061​≈93 7.

    18.1 :

    • L=44.72π⋅18.1⋅106⋅3≈ 44.7341.17⋅106≈0.131  μ L = \frac{44.7}{2 \pi \cdot 18.1 \cdot 10^6 \cdot 3} \approx \frac{44.7}{341.17 \cdot 10^6} \approx 0.131 \, \mu\text{} L=2π⋅18.1⋅106⋅344.7​ ≈341.17⋅10644.7​≈0.1 31μ.
    • C1=12π⋅18.1⋅106⋅50⋅3 ≈11705.84⋅106≈5 86  C_1 = \frac{1}{2 \pi \cdot 18.1 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{1705.84 \cdot 10^6} \approx 586 \, \text{} C1​=2π⋅18.1⋅106⋅50⋅3 1​≈1705.84⋅1061​≈586 .
    • C2=12π⋅18.1⋅106⋅40⋅3 ≈11364.67⋅106≈7 33  C_2 = \frac{1}{2 \pi \cdot 18.1 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{1364.67 \cdot 10^6} \approx 733 \, \text{} C2​=2π⋅18.1⋅106⋅40⋅3 1​≈1364.67⋅1061​≈733 .

    21.2 :

    • L=44.72π⋅21.2⋅106⋅3≈ 44.7399.61⋅106≈0.112  μ L = \frac{44.7}{2 \pi \cdot 21.2 \cdot 10^6 \cdot 3} \approx \frac{44.7}{399.61 \cdot 10^6} \approx 0.112 \, \mu\text{} L=2π⋅21.2⋅106⋅344.7​ ≈399.61⋅10644.7​≈0.1 12μ.
    • C1=12π⋅21.2⋅106⋅50⋅3 ≈11998.05⋅106≈5 00  C_1 = \frac{1}{2 \pi \cdot 21.2 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{1998.05 \cdot 10^6} \approx 500 \, \text{} C1​=2π⋅21.2⋅106⋅50⋅3 1​≈1998.05⋅1061​≈500 .
    • C2=12π⋅21.2⋅106⋅40⋅3 ≈11598.44⋅106≈6 25  C_2 = \frac{1}{2 \pi \cdot 21.2 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{1598.44 \cdot 10^6} \approx 625 \, \text{} C2​=2π⋅21.2⋅106⋅40⋅3 1​≈1598.44⋅1061​≈625 .

    24.35 :

    • L=44.72π⋅24.35⋅106⋅3 ≈44.7458.98⋅106≈0.09 7 μ L = \frac{44.7}{2 \pi \cdot 24.35 \cdot 10^6 \cdot 3} \approx \frac{44.7}{458.98 \cdot 10^6} \approx 0.097 \, \mu\text{} L=2π⋅24.35⋅106⋅344.7 ​≈458.98⋅10644.7​≈0. 097μ.
    • C1=12π⋅24.35⋅106⋅50⋅ 3≈12294.92⋅106≈436  C_1 = \frac{1}{2 \pi \cdot 24.35 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{2294.92 \cdot 10^6} \approx 436 \, \text{} C1​=2π⋅24.35⋅106⋅50⋅ 31​≈2294.92⋅1061​≈43 6.
    • C2=12π⋅24.35⋅106⋅40⋅ 3≈11835.94⋅106≈545  C_2 = \frac{1}{2 \pi \cdot 24.35 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{1835.94 \cdot 10^6} \approx 545 \, \text{} C2​=2π⋅24.35⋅106⋅40⋅ 31​≈1835.94⋅1061​≈54 5.

    28.25 :

    • L=44.72π⋅28.25⋅106⋅3 ≈44.7532.73⋅106≈0.08 4 μ L = \frac{44.7}{2 \pi \cdot 28.25 \cdot 10^6 \cdot 3} \approx \frac{44.7}{532.73 \cdot 10^6} \approx 0.084 \, \mu\text{} L=2π⋅28.25⋅106⋅344.7 ​≈532.73⋅10644.7​≈0. 084μ.
    • C1=12π⋅28.25⋅106⋅50⋅ 3≈12663.65⋅106≈375  C_1 = \frac{1}{2 \pi \cdot 28.25 \cdot 10^6 \cdot 50 \cdot 3} \approx \frac{1}{2663.65 \cdot 10^6} \approx 375 \, \text{} C1​=2π⋅28.25⋅106⋅50⋅ 31​≈2663.65⋅1061​≈37 5.
    • C2=12π⋅28.25⋅106⋅40⋅ 3≈12130.92⋅106≈469  C_2 = \frac{1}{2 \pi \cdot 28.25 \cdot 10^6 \cdot 40 \cdot 3} \approx \frac{1}{2130.92 \cdot 10^6} \approx 469 \, \text{} C2​=2π⋅28.25⋅106⋅40⋅ 31​≈2130.92⋅1061​≈46 9.

    4:
    . (, 470 , 1000 ), (, T50-6 -).
    5:
    :

    • : 50
    • : 40
    • (Q): 3
    • : 3.6, 7.1, 10.1, 14.15, 18.1, 21.2, 24.35, 28.25


    () LL () C1C1​ () C2C2​ ()
    3.6 0.658 2947 3684 C1C1​ 3000 , C2C2​ 3600
    7.1 0.334 1495 1869 C1C1​ 1500 , C2C2​ 1800
    10.1 0.235 1051 1314 C1C1​ 1000 , C2C2​ 1300
    14.15 0.168 750 937 C2C2​ 910
    18.1 0.131 586 733 C1C1​ 560 , C2C2​ 750
    21.2 0.112 500 625 C2C2​ 620
    24.35 0.097 436 545 C1C1​ 430 , C2C2​ 560
    28.25 0.084 375 469 C1C1​ 390 , C2C2​ 470
    :

    • (≥500 ) C1C1​ C2C2​.
    • T50-6 ( -) .
    • LC- .
    • .


    ex UN7CDN
    18 ():

    Qwen:
    , - -811. , . 1200 , 500 . 50 . , : 3.6 , 7.1 , 10.1 , 14.15 , 18.1 , 21.2 , 24.35 , 28.25 . 50-60 . , , - . - . , , . , - 50 . , . , , . -811, , (Rin) . -811: , Rin 50-100 . , , Rin R_ = R_ / 4. , , Rin 200 , 50 . , -811. , -811 200 ( , ). 200 / 4 = 50 . 50 , . , . , . , -811 , , 1000 . 1000 / 4 = 250 . 250 50 -. . -811 . -811, , , (Rin) 50 , -. , Rin = 200 ( ). - 200 50 . , Rin. , -. - . - . Q = sqrt(Rin/Rout - 1), Rout = 50 . Rin = 200 , Q = sqrt(200/50 - 1) = sqrt(4 - 1) = sqrt(3) ≈ 1.732. L = Q * Rout / (2 * π * f), C1 = Q / (2 * π * f * Rin), C2 = Q / (2 * π * f * Rout). . , , , . , . L C . , . , (, ) , . , , , . L, C1, C2. , Rin ( ) 200 , Rout = 50 . n = sqrt(Rin/Rout) = sqrt(200/50) = 2. -: C1 = 1 / (2 * π * f * Rin * Q) C2 = Q / (2 * π * f * Rout) L = Q * Rout / (2 * π * f) Q - , . - Q, Q = sqrt(Rin/Rout - 1) = sqrt(4 - 1) = sqrt(3) ≈ 1.732. : C1 = 1 / (2 * π * f * 200 * 1.732) C2 = 1.732 / (2 * π * f * 50) L = 1.732 * 50 / (2 * π * f) . , . : - . : Z1 Z2 - (L , C1 C2 ): Q = sqrt(Z2/Z1 - 1) # Z2 > Z1 Q = sqrt(Z1/Z2 - 1) # Z1 > Z2 , Rin = 200 (Z1) Rout = 50 (Z2), Q = sqrt(200/50 - 1) = sqrt(4 - 1) = sqrt(3) ≈ 1.732. : C1 = Q / (2 * π * f * Z1) C2 = Q / (2 * π * f * Z2) L = (Z1 * Z2 * Q) / (2 * π * f * (Z1 + Z2)) . , : C1 = 1.732 / (2 * π * f * 200) C2 = 1.732 / (2 * π * f * 50) L = (200 * 50 * 1.732) / (2 * π * f * (200 + 50)) L: L = (10000 * 1.732) / (2 * π * f * 250) L = (17320) / (500 * π * f) L = 34.64 / (π * f) : , 3.6 : C1 = 1.732 / (2 * π * 3.6e6 * 200) ≈ 1.732 / (4.524e9) ≈ 3.83e-10 ≈ 383 C2 = 1.732 / (2 * π * 3.6e6 * 50) ≈ 1.732 / (1.131e9) ≈ 1.53e-9 ≈ 1530 L = 34.64 / (π * 3.6e6) ≈ 34.64 / 1.131e7 ≈ 3.06e-6 ≈ 3.06 , . Rin=200 , Rout=50 , 3.6 . , . , , . - . -, Z1 Z2: X_C1 = Z1 / Q X_L = Q * Z2 X_C2 = Z2 / Q , . . , Z1 = 200 Z2 = 50 . : Q = sqrt(Z1/Z2 - 1) = sqrt(4 - 1) = 1.732 : X_C1 = Z1 / Q = 200 / 1.732 ≈ 115.47 X_L = Q * Z2 = 1.732 * 50 ≈ 86.6 X_C2 = Z2 / Q = 50 / 1.732 ≈ 28.87 : C1 = 1 / (2 * π * f * X_C1) L = X_L / (2 * π * f) C2 = 1 / (2 * π * f * X_C2) 3.6 : C1 = 1 / (2 * π * 3.6e6 * 115.47) ≈ 1 / (2.618e9) ≈ 3.82e-10 ≈ 382 L = 86.6 / (2 * π * 3.6e6) ≈ 86.6 / 22.619e6 ≈ 3.83e-6 ≈ 3.83 C2 = 1 / (2 * π * 3.6e6 * 28.87) ≈ 1 / (6.545e8) ≈ 1.528e-9 ≈ 1528 . , . , C1, L, C2 , . , , Rin_total = Rin_ / 4. Rin_ -811 , , 800 , Rin_total = 200 . Rin_ , , 200 , Rin_total = 50 , . . -811, , , Rin_total = 200 ( 800 ). . . f: 1. Q = sqrt(Rin_total / Rout - 1) = sqrt(200/50 -1) = sqrt(3) ≈ 1.732 ( , Rin Rout ) 2. X_C1 = Rin_total / Q = 200 / 1.732 ≈ 115.47 3. X_L = Q * Rout = 1.732 * 50 ≈ 86.6 4. X_C2 = Rout / Q = 50 / 1.732 ≈ 28.87 5. f: C1 = 1 / (2 * π * f * X_C1) L = X_L / (2 * π * f) C2 = 1 / (2 * π * f * X_C2) 3.6 . . : Q , . , , . , , . , , , .. L, C1, C2. , 50-60 . P = V^2 / R => V = sqrt(P * R) = sqrt(60 * 50) ≈ sqrt(3000) ≈ 54.77 . I = V / R = 54.77 / 50 ≈ 1.095 . , . , , . : : 3.6, 7.1, 10.1, 14.15, 18.1, 21.2, 24.35, 28.25 . f ( ): C1 () = 1 / (2 * π * f * 115.47) * 1e12 L () = 86.6 / (2 * π * f) * 1e6 C2 () = 1 / (2 * π * f * 28.87) * 1e12 f : , 3.6 : f = 3.6e6 C1 = 1 / (2 * π * 3.6e6 * 115.47) * 1e12 ≈ 1 / (2.618e9) * 1e12 ≈ 382 L = 86.6 / (2 * π * 3.6e6) * 1e6 ≈ 86.6 / 22.619e6 * 1e6 ≈ 3.83 C2 = 1 / (2 * π * 3.6e6 * 28.87) * 1e12 ≈ 1 / (6.545e8) * 1e12 ≈ 1528 : 7.1 : C1 = 1 / (2 * π * 7.1e6 * 115.47) * 1e12 ≈ 1 / (5.15e9) * 1e12 ≈ 194 L = 86.6 / (2 * π * 7.1e6) * 1e6 ≈ 86.6 / 44.61e6 * 1e6 ≈ 1.94 C2 = 1 / (2 * π * 7.1e6 * 28.87) * 1e12 ≈ 1 / (1.295e9) * 1e12 ≈ 772 10.1 : C1 = 1 / (2 * π * 10.1e6 * 115.47) * 1e12 ≈ 1 / (7.31e9) * 1e12 ≈ 137 L = 86.6 / (2 * π * 10.1e6) * 1e6 ≈ 86.6 / 63.46e6 * 1e6 ≈ 1.365 C2 = 1 / (2 * π * 10.1e6 * 28.87) * 1e12 ≈ 1 / (1.83e9) * 1e12 ≈ 546 14.15 : C1 = 1 / (2 * π * 14.15e6 * 115.47) * 1e12 ≈ 1 / (1.026e10) * 1e12 ≈ 97.5 L = 86.6 / (2 * π * 14.15e6) * 1e6 ≈ 86.6 / 89.0e6 * 1e6 ≈ 0.973 C2 = 1 / (2 * π * 14.15e6 * 28.87) * 1e12 ≈ 1 / (2.57e9) * 1e12 ≈ 389 18.1 : C1 = 1 / (2 * π * 18.1e6 * 115.47) * 1e12 ≈ 1 / (1.318e10) * 1e12 ≈ 76 L = 86.6 / (2 * π * 18.1e6) * 1e6 ≈ 86.6 / 113.8e6 * 1e6 ≈ 0.761 C2 = 1 / (2 * π * 18.1e6 * 28.87) * 1e12 ≈ 1 / (3.31e9) * 1e12 ≈ 302 21.2 : C1 = 1 / (2 * π * 21.2e6 * 115.47) * 1e12 ≈ 1 / (1.545e10) * 1e12 ≈ 64.7 L = 86.6 / (2 * π * 21.2e6) * 1e6 ≈ 86.6 / 133.3e6 * 1e6 ≈ 0.649 C2 = 1 / (2 * π * 21.2e6 * 28.87) * 1e12 ≈ 1 / (3.82e9) * 1e12 ≈ 262 24.35 : C1 = 1 / (2 * π * 24.35e6 * 115.47) * 1e12 ≈ 1 / (1.778e10) * 1e12 ≈ 56.2 L = 86.6 / (2 * π * 24.35e6) * 1e6 ≈ 86.6 / 153.0e6 * 1e6 ≈ 0.566 C2 = 1 / (2 * π * 24.35e6 * 28.87) * 1e12 ≈ 1 / (4.36e9) * 1e12 ≈ 229 28.25 : C1 = 1 / (2 * π * 28.25e6 * 115.47) * 1e12 ≈ 1 / (2.065e10) * 1e12 ≈ 48.4 L = 86.6 / (2 * π * 28.25e6) * 1e6 ≈ 86.6 / 177.5e6 * 1e6 ≈ 0.488 C2 = 1 / (2 * π * 28.25e6 * 28.87) * 1e12 ≈ 1 / (5.1e9) * 1e12 ≈ 196 , . , 0.488 28.25 - , , . C1 , . C1 C2 , . , , , , . , . , , . , , Rin_total = 200 . Rin , . , -811 . , , 50 . , , , , , Rin 50 . , Rin_total = 200 , - .
    -811 ( Rin_total = 200 ) 50 , -. :
    :

    • Q=RoutRin​​−1​=3​≈1.732
    • C1=2πfXC1​1​, XC1​=QRin​​
    • L=2πfXL​​, XL​=QRout
    • C2=2πfXC2​1​, XC2​=QRout​​

    :
    () C1 () L () C2 ()
    3.6 382 3.83 1528
    7.1 194 1.94 772
    10.1 137 1.37 546
    14.15 97.5 0.973 389
    18.1 76 0.761 302
    21.2 64.7 0.649 262
    24.35 56.2 0.566 229
    28.25 48.4 0.488 196
    :

    1. Rin​=200Ω ( -811).
    2. .
    3. , (≈55) (≈1.1).



    . "", . Qwen " "
    ex UN7CDN; 03.05.2025 23:50.

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