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I need help to solve this  Explain the concept of wave propagation in a good conducting medium and hence derive the following parameters: i. Attenuation and phase constant ii. Skin depth iii. Wave velocity and iv. Wave Impedance

I need help to solve this  Explain the concept of wave propagation in a good conducting medium and hence derive the following parameters: i. Attenuation and phase constant ii. Skin depth iii. Wave velocity and iv. Wave Impedance

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Explain the concept of wave propagation in a good conducting medium and hence derive the following parameters:
i. Attenuation and phase constant
ii. Skin depth
iii. Wave velocity and iv. Wave Impedance

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We know that ß = W 14 ME 2 For good conductor, I >> 1 => /> عل ß= 2 14 {1+ (1/2) = + 1}]} WE how we get this equution? But it I also WE o WE. also ~ WE = W| ME 2 X Ō WE عله шмо 2 7 B = 21Tf Mo 2 3 = TTF MO rad/m
Transcribed Image Text:We know that ß = W 14 ME 2 For good conductor, I >> 1 => /> عل ß= 2 14 {1+ (1/2) = + 1}]} WE how we get this equution? But it I also WE o WE. also ~ WE = W| ME 2 X Ō WE عله шмо 2 7 B = 21Tf Mo 2 3 = TTF MO rad/m
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From where get this formula ?! 

Solution b BY BARTLEBY EXPERT Step 1 We know that x = 3 => МЕ x = W 11+/012 (WE For good conductor, WE o >>I МЕ 11/²2 { ₁ + √ √ 2 - 1 } WE => x = w M8 x WE -1} from where derive this equation ?? 2 .. (1 + (5 (1) ² ωε ≈1+5 WE
Transcribed Image Text:Solution b BY BARTLEBY EXPERT Step 1 We know that x = 3 => МЕ x = W 11+/012 (WE For good conductor, WE o >>I МЕ 11/²2 { ₁ + √ √ 2 - 1 } WE => x = w M8 x WE -1} from where derive this equation ?? 2 .. (1 + (5 (1) ² ωε ≈1+5 WE
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I need mathmatics solving for derive Attenuation, phase constant
 Skin depth,Wave velocity and  Wave Impedance .

 like this picture I proveded but in clearly explaintion to understand the concept

W WE Attenuation WE α = x = ß = (6) >> B = w ∞ - ß w=2πif >> w >>1 w / Ne 1 Ce لا √₁ №² 2 √1-4(62²22)-13 Jc >> Jd NE 2 V Jose どでの 2 √TTfNG 13 Neps Im Nep /n √HE WHE LE हर fro WON = √√TifNG 2 2 NE 1/1/12 +13 2 + Nepes /m 13 rad/m
Transcribed Image Text:W WE Attenuation WE α = x = ß = (6) >> B = w ∞ - ß w=2πif >> w >>1 w / Ne 1 Ce لا √₁ №² 2 √1-4(62²22)-13 Jc >> Jd NE 2 V Jose どでの 2 √TTfNG 13 Neps Im Nep /n √HE WHE LE हर fro WON = √√TifNG 2 2 NE 1/1/12 +13 2 + Nepes /m 13 rad/m
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