Gauss Law in Dielectric | Lecture Note - Edubirdie

University:
Santa Fe College
Course:
ETS 2527C | Electromechanical Components and Mechanisms
Academic year:

2024
Views:

45

Pages:

5
Author:

Jabin F.

#Gauze law in Dielectric Pr-free (fb=bound ==(4+16) (E) = fーマア (+ア) = Sf = =A D Displacement vector. 一(1) [+23] = P = -56 マア= (8+8)=() fromki $ D'de = Lene. dene 2b+2f E () If given 3 permitivity of dielectric Er- relative permitivityoffice or dielectric Constant Xe = electric susceptibility 58) = (2x+1)3 D = EE = Eger E 6- Er = 1+ Xe For a linear dielectric 910 P-36 Φ E 9 5 fene rza (gaussian surfaces fenc I fene. = +9 Facrbs:- (06/ p = ( ٤-٤)-(viⅱ) 0 P = o /(viii): ε=εο Free space→ is dielectric with these properties P = 0 ٤٠ = ٤ Er = K = 1 He = 0 Ques-40 p-30 E = 4+39+52 13 y E= ?? Dabove- D'below= Eabove Ebelow = = 3(4²+3}+52) = 4 (E₂) 122+99+152 EET - ELF₂ = 0 94 81

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