Fig. 2 23. A solid dielectric of 1 cm thickness and relative permittivity = 3.3 has an internal void ed with air which breaks down at 30kV/cm. If internal discharge occurs when the applied itage reaches 8.3 kV rms, determine the thickness of the void. B. 0.67 mm C. 1.27 mm D. 0.87 mm A. 1.07 mm The radius of the

Introductory Circuit Analysis (13th Edition)
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Chapter1: Introduction
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Part 2 Calculated multiple choice questions
Directions: Please choose the correct answer for the following 15 questions
For the permittivity of free space use 8.85 pF/m for all questions
An experiment in a certain gas to find Townsend's coefficients resulted in the curve shown
in the fig. 2 where d is the distance between the plates, and I is the current. the field value
was kept fixed throughout the experiment. Answer questions Q21 & Q22.
Q. 21. If the labeled slope is 9/cm, the steady-state current is 0.6 nA at d-0.2 cm. The critical
threshold distance for sustained discharge is 0.85 cm. Find the current when d-0.8 cm noting that
at this distance the curve is out of the linear range.
A. 326.42 NA B. 346.42 NA
C. 366.42 nA
D. 386.42 nA
these parts
Q. 22. If the critical threshold distance for sustained discharge is instead d=0.69 cm, the value of
Townsend's second ionization coefficient is 0.101%, and the steady-state current is 0.58 nA when please solve
d=0.45 cm. And if the current after increasing the distance is 0.95 nA, find the percentage of the
supply voltage increment assume you are working in the linear range.
A. 11%
B. 8%
C. 32%
D. 20 %
Log(1/1₂)
MOT
Slope
29 KV.
A. 2.94 kV/mm
df
d
Fig. 2
0.23. A solid dielectric of 1 cm thickness and relative permittivity = 3.3 has an internal void
ed with air which breaks down at 30kV/cm. If internal discharge occurs when the applied
itage reaches 8.3 kV rms, determine the thickness of the void.
A. 1.07 mm
B. 0.67 mm
C. 1.27 mm
D. 0.87 mm
Q. 24. A coaxial cable with a conductor surrounded with 2 dielectric layers. The radius of the
conductor is 1 cm. The first dielectric layer has a 3.1 relative permittivity and 3.6 mm thickness.
If the second layer has a 3.1 mm thickness and was selected to maintain the same maximum
electric field value, find the field value at the middle of the second layer if the applied voltage is
B. 2.74 kV/mm
C. 2.04 kV/mm
D. 1.64 kV/mm
Transcribed Image Text:Part 2 Calculated multiple choice questions Directions: Please choose the correct answer for the following 15 questions For the permittivity of free space use 8.85 pF/m for all questions An experiment in a certain gas to find Townsend's coefficients resulted in the curve shown in the fig. 2 where d is the distance between the plates, and I is the current. the field value was kept fixed throughout the experiment. Answer questions Q21 & Q22. Q. 21. If the labeled slope is 9/cm, the steady-state current is 0.6 nA at d-0.2 cm. The critical threshold distance for sustained discharge is 0.85 cm. Find the current when d-0.8 cm noting that at this distance the curve is out of the linear range. A. 326.42 NA B. 346.42 NA C. 366.42 nA D. 386.42 nA these parts Q. 22. If the critical threshold distance for sustained discharge is instead d=0.69 cm, the value of Townsend's second ionization coefficient is 0.101%, and the steady-state current is 0.58 nA when please solve d=0.45 cm. And if the current after increasing the distance is 0.95 nA, find the percentage of the supply voltage increment assume you are working in the linear range. A. 11% B. 8% C. 32% D. 20 % Log(1/1₂) MOT Slope 29 KV. A. 2.94 kV/mm df d Fig. 2 0.23. A solid dielectric of 1 cm thickness and relative permittivity = 3.3 has an internal void ed with air which breaks down at 30kV/cm. If internal discharge occurs when the applied itage reaches 8.3 kV rms, determine the thickness of the void. A. 1.07 mm B. 0.67 mm C. 1.27 mm D. 0.87 mm Q. 24. A coaxial cable with a conductor surrounded with 2 dielectric layers. The radius of the conductor is 1 cm. The first dielectric layer has a 3.1 relative permittivity and 3.6 mm thickness. If the second layer has a 3.1 mm thickness and was selected to maintain the same maximum electric field value, find the field value at the middle of the second layer if the applied voltage is B. 2.74 kV/mm C. 2.04 kV/mm D. 1.64 kV/mm
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