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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. Fa/2 Δν Fa/2 FIGURE 1 – Condensador problema 1. O Expand

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. Fa/2 Δν Fa/2 FIGURE 1 – Condensador problema 1. O Expand

Delmar's Standard Textbook Of Electricity
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter21: Resistive-capacitive Series Circuits
Section: Chapter Questions
Problem 6RQ: A 15-F AC capacitor is connected in series with a 50 resistor. The capacitor has a voltage rating...
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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?

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. Fa/2 Δν Fa/2 FIGURE 1 – Condensador problema 1. O Expand
Transcribed Image Text: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. Fa/2 Δν Fa/2 FIGURE 1 – Condensador problema 1. O Expand
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
Transcribed Image Text: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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