For the two-layer non-magnetic and dielectric medium, it comes to the boundary at y=0 with the electric field E1→=10x^−6y^+9z^ from the 1st medium. If ϵ1=4ϵ0 for the 1st medium and ϵ2=3ϵ0 for the 2nd medium, obtain the electric field component in the 2nd medium as we obtained in the lesson by applying the boundary conditions and assuming that there is no charge at the interface?

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For the two-layer non-magnetic and dielectric medium, it comes to the boundary at y=0 with the electric field E1→=10x^−6y^+9z^ from the 1st medium. If ϵ1=4ϵ0 for the 1st medium and ϵ2=3ϵ0 for the 2nd medium, obtain the electric field component in the 2nd medium as we obtained in the lesson by applying the boundary conditions and assuming that there is no charge at the interface?
 
 
 
 
 
 
 
İki tabakalı manyetik olmayan ve dielektirkten oluşan ortam için 1. ortamdan E, = 10â – 6ý + 92 elektrik alanı ile y=0 daki sınıra gelmektedir. 1. ortam için e
4c0 ve 2. ortam için e2 = 3€0
ise, 2. ortamdaki elektrik alan bileşenini sınır şartlarını uygulayarak ve arayüzde herhangi bir yük olmadığını kabul ederek derste elde ettiğimiz gibi elde ediniz?
a.
E2
6â – 8ý + 92
Ob.
E2 = 10ê – 8ŷ + 92
Oc.
E2 = -10â – 8ŷ – 92
O d. Hiçbiri doğru değildir
->
Oe.
E2
10â – 6ŷ + 6ê
Of.
E2 = 10â – 6ý + 122
Transcribed Image Text:İki tabakalı manyetik olmayan ve dielektirkten oluşan ortam için 1. ortamdan E, = 10â – 6ý + 92 elektrik alanı ile y=0 daki sınıra gelmektedir. 1. ortam için e 4c0 ve 2. ortam için e2 = 3€0 ise, 2. ortamdaki elektrik alan bileşenini sınır şartlarını uygulayarak ve arayüzde herhangi bir yük olmadığını kabul ederek derste elde ettiğimiz gibi elde ediniz? a. E2 6â – 8ý + 92 Ob. E2 = 10ê – 8ŷ + 92 Oc. E2 = -10â – 8ŷ – 92 O d. Hiçbiri doğru değildir -> Oe. E2 10â – 6ŷ + 6ê Of. E2 = 10â – 6ý + 122
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