Q2. The surface x 2 is the boundary between two dielectrics. The dielectric in Region 1 (x < 2) has relative permittivity = 3.5 and the dielectric in Region 2 (x > 2) has relative permittivity = 1.5. If the electric flux density at the boundary in Region 2 is: D2 = 12x – 6ỹ + 92, find E1, D1, E2, 0, and 02. %3D
Q2. The surface x 2 is the boundary between two dielectrics. The dielectric in Region 1 (x < 2) has relative permittivity = 3.5 and the dielectric in Region 2 (x > 2) has relative permittivity = 1.5. If the electric flux density at the boundary in Region 2 is: D2 = 12x – 6ỹ + 92, find E1, D1, E2, 0, and 02. %3D
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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![Q2.
The surface x 2 is the boundary between two dielectrics. The dielectric in Region 1
(x < 2) has relative permittivity = 3.5 and the dielectric in Region 2 (x > 2) has relative permittivity
= 1.5. If the electric flux density at the boundary in Region 2 is: D2 = 12x – 6ỹ + 92, find E1, D1,
E2, 0, and 02.
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc771941b-bd3f-470c-b260-c6e70d8464ab%2F372efe0a-9c09-44c1-b81d-d8c4358acd0b%2F65073ed_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q2.
The surface x 2 is the boundary between two dielectrics. The dielectric in Region 1
(x < 2) has relative permittivity = 3.5 and the dielectric in Region 2 (x > 2) has relative permittivity
= 1.5. If the electric flux density at the boundary in Region 2 is: D2 = 12x – 6ỹ + 92, find E1, D1,
E2, 0, and 02.
%3D
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