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Consider the field E1 in the dielectric on the left of this interface. E1= 3ax+4ay+5az The interface lies in the z=0 plane. Find the total E2 field in medium #2. Also find the angles that the fields in
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Consider the field E1 in the dielectric on the left of this interface. E1= 3ax+4ay+5az The interface lies in the z=0 plane. Find the total E2 field in medium #2. Also find the angles that the fields in each dielectric make with the normal to the interface. ET2 Ert = 2 Er2 = 5 E2 = EN Do EN2 Z0

User IamJohnvesly
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1 Answer

3 votes

Answer:

E₂ = 3ax +4ay + 2az

Interface angles ∅₁ = 45°

∅₂ = 68.20°

Step-by-step explanation:

See the attached files for the calculation

Consider the field E1 in the dielectric on the left of this interface. E1= 3ax+4ay-example-1
Consider the field E1 in the dielectric on the left of this interface. E1= 3ax+4ay-example-2
Consider the field E1 in the dielectric on the left of this interface. E1= 3ax+4ay-example-3
Consider the field E1 in the dielectric on the left of this interface. E1= 3ax+4ay-example-4
User Tanis
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