Question A capacitor with parallel plates, of area A and separation 2a, is connected to a potential difference AV. Then a conductive metal plate of area is introduced A/2 and thickness a up to the middle of the capacitor (red in the figure). Finally it is introduced an insulating material of dielectric constant k in the second half (blue in the figure), with equal area and thickness as conductive material. Find The capacity and energy accumulated when the capacitor is with the conductor. What do you mean by c3 and c2? Are the capacitor with conductor and the other with air? What area and distance is used to calculate the capacitor with air and to calculate the one with the conductor? QuestionA capacitor with parallel plates, of area A and separation 2a, is connected to a potential difference AV. Then aconductive metal plate of area is introduced A/2 and thickness a up to the middle of the capacitor (red in thefigure). Finally it is introduced an insulating material of dielectric constant k in the second half (blue in thefigure), with equal area and thickness as conductive material. Find The capacity and energy accumulatedwhen the capacitor is with the conductor.Fa/2ΔνFa/2FIGURE 1 – Condensador problema 1.O Expand Solution :Given,el - 2aane a=Awhen e onductor is insenteeldielectric congtant of condurtor =k:0C,C2a $ 2:3A EoA fo2a2(29)C - A£.A Eoya> 3A E0yaAnyStep 3-Enengysto red -}cov?89Ang

First we will find out capacitor of individual area then we will use series and parallel combination…

Answered: A capacitor with parallel plates, of…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

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Question A capacitor with parallel plates, of area A and separation 2a, is connected to a potential difference AV. Then a conductive metal plate of area is introduced A/2 and thickness a up to the middle of the capacitor (red in the figure). Finally it is introduced an insulating material of dielectric constant k in the second half (blue in the figure), with equal area and thickness as conductive material. Find The capacity and energy accumulated when the capacitor is with the conductor.

What do you mean by c3 and c2? Are the capacitor with conductor and the other with air? What area and distance is used to calculate the capacitor with air and to calculate the one with the conductor?

Solution :
Given,
el - 2a
ane a=A
when e onductor is insenteel
dielectric congtant of condurtor =k:0
C,C2
a $ 2:
3
A Eo
A fo
2a
2(29)
C - A£.
A Eo
ya
> 3A E0
ya
Any
Step 3
-Enengy
sto red -}cov?
89
Ang

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