The surface p=1.3 rad represents the boundary between two regions; region 1 has ɛ=13 ɛ0 for y < 1.3 rad, and region 2 has ɛ=68 ɛ0 for p > 1.3 rad. The normal unit vector is from medium 1 into medium 2. The surface charge density on the interface ps=12.2 pC/m² . The electric field in region 2 at the boundary is given by (5.54)a, + (1.12)a, + (13.6)a, V/m. The electric potential at the interface in region 1 is v1=0.2 V Tangential electric field vector in region 1 at the boundary is:

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...
Question
The surface p=1.3 rad represents the
boundary between two regions; region 1 has
ɛ=13 ɛ0 for p < 1.3 rad, and region 2 has
ɛ=68 ɛ0 for p > 1.3 rad. The normal unit
vector is from medium 1 into medium 2. The
surface charge density on the
interface ps=12.2 pC/m² .
The electric field in region 2 at the boundary
is given by
E2 = (5.54)a, + (1.12)a, + (13.6)a,
V/m.
The electric potential at the interface in
region 1 is v1=0.2 V
A Tangential electric field vector in region
1 at the boundary is:
a, +
a, +
az V/m
Normal electric field vector at interface
in medium 1 is=
a, +
a, V/m
Electric potential at the interface in
region 2 is v2=
V
Transcribed Image Text:The surface p=1.3 rad represents the boundary between two regions; region 1 has ɛ=13 ɛ0 for p < 1.3 rad, and region 2 has ɛ=68 ɛ0 for p > 1.3 rad. The normal unit vector is from medium 1 into medium 2. The surface charge density on the interface ps=12.2 pC/m² . The electric field in region 2 at the boundary is given by E2 = (5.54)a, + (1.12)a, + (13.6)a, V/m. The electric potential at the interface in region 1 is v1=0.2 V A Tangential electric field vector in region 1 at the boundary is: a, + a, + az V/m Normal electric field vector at interface in medium 1 is= a, + a, V/m Electric potential at the interface in region 2 is v2= V
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