A capacitor consists of two charged disks of radius 3.1 m separated by a distance s2 mm (see the figure). The magnitude of the charge on each disk is 50 pC. Consider points A, B, C, and D inside the capacitor, as shown in the diagram. The distance s- 1.6 mm, and the distance s2- 0.8 mm. (Assume the +x axis is to the right, the +y axis is up, and the +z axis is out.) R>> sA (a) What is the electric field inside the capacitor? N/C (b) First, calculate the potential difference Ve- VA- What is Al along this path? Ai - <-0.00160,0,0 > What is Ve- VA? Ve- VA - volts (c) Next, calculate the potential difference Ve- Ve What is Al along this path? Ai - <0,- .000800,0> m What is Vc- Ve? Ve - V -0 v volts (d) Finally, calculate the potential difference VA - Vc- What is Al along this path? Ai - <0.00160,.000800,0 > What is VA- Vc? VA - Vc -L volts

Physics for Scientists and Engineers, Technology Update (No access codes included)
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ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
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Chapter26: Capacitance And Dielectrics
Section: Chapter Questions
Problem 26.50P: A small rigid object carries positive and negative 3 .50-nC charges. It is oriented so that the...
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A capacitor consists of two charged disks of radius 3.1 m separated by a distance s = 2 mm (see the figure). The magnitude of the charge on each disk is 50 µC. Consider points A, B, C, and D inside the capacitor, as shown in the diagram. The distance S1 = 1.6 mm, and the distance s2 = 0.8 mm. (Assume
the +x axis is to the right, the +y axis is up, and the +z axis is out.)
R>> sA
$1
В
+
+Q
(a) What is the electric field inside the capacitor?
Ē =
N/C
(b) First, calculate the potential difference VB - VA.
What is Al along this path?
AT =
<-0.00160,0,0 >
m
What is VB - VA?
VB - VA =
volts
(c) Next, calculate the potential difference Vc - VB-
What is Al along this path?
AT = <0, – .000800,0 >
What is Vc - VB?
Vc - VB = 0
volts
(d) Finally, calculate the potential difference VA - Vc.
What is Al along this path?
AL =
< 0.00160,.000800,0 >
What is VA - Vc?
VA - Vc =
volts
Transcribed Image Text:A capacitor consists of two charged disks of radius 3.1 m separated by a distance s = 2 mm (see the figure). The magnitude of the charge on each disk is 50 µC. Consider points A, B, C, and D inside the capacitor, as shown in the diagram. The distance S1 = 1.6 mm, and the distance s2 = 0.8 mm. (Assume the +x axis is to the right, the +y axis is up, and the +z axis is out.) R>> sA $1 В + +Q (a) What is the electric field inside the capacitor? Ē = N/C (b) First, calculate the potential difference VB - VA. What is Al along this path? AT = <-0.00160,0,0 > m What is VB - VA? VB - VA = volts (c) Next, calculate the potential difference Vc - VB- What is Al along this path? AT = <0, – .000800,0 > What is Vc - VB? Vc - VB = 0 volts (d) Finally, calculate the potential difference VA - Vc. What is Al along this path? AL = < 0.00160,.000800,0 > What is VA - Vc? VA - Vc = volts
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