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Q1) A dielectric material, which has relative dielectric constant er is 4.8 and dissipation factor tan8=0,001 at 50Hz is considered. For the electrical field of E-60kV/cm calculate dielectric loss (P) dissipated as heat (Watt/cm³) on this dielectric material. Note: P = U²wC tan 8 = (E.a)22πf ³0€ ₁S₁ a tan 8

Q1) A dielectric material, which has relative dielectric constant er is 4.8 and dissipation factor tan8=0,001 at 50Hz is considered. For the electrical field of E-60kV/cm calculate dielectric loss (P) dissipated as heat (Watt/cm³) on this dielectric material. Note: P = U²wC tan 8 = (E.a)22πf ³0€ ₁S₁ a tan 8

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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) A dielectric material, which has relative dielectric constant εr is 4.8 and dissipation factor
tanδ=0,001 at 50Hz is considered. For the electrical field of E=60kV/cm calculate dielectric
loss (P) dissipated as heat (Watt/cm3
on this dielectric material.

Q1) A dielectric material, which has relative dielectric constant er is 4.8 and dissipation factor tan8=0,001 at 50Hz is considered. For the electrical field of E-60kV/cm calculate dielectric loss (P) dissipated as heat (Watt/cm³) on this dielectric material. Note: P = U²wC tan 8 = (E.a)22πf ³0€ ₁S₁ a tan 8
Transcribed Image Text:Q1) A dielectric material, which has relative dielectric constant er is 4.8 and dissipation factor tan8=0,001 at 50Hz is considered. For the electrical field of E-60kV/cm calculate dielectric loss (P) dissipated as heat (Watt/cm³) on this dielectric material. Note: P = U²wC tan 8 = (E.a)22πf ³0€ ₁S₁ a tan 8
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