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2. U=36 kV is applied between the electrodes in a parallel planar electrode system, shown in the Figure, with an electrode opening a = 15 mm. | U=36 kV al = 5mm (air) al-Smm a2 = 10mm (glass) a=15 mm a) Before placing glass pieces between the electrodes, if there is only air with a puncture strength Edair= 30 kV / cm, calculate the electric field strength in the system. Determine whether the system will be punctured or not? b) If a piece of glass with a 10 mm thick puncture strength Edcam = 100 kV / cm and r2 (glass) 4 is placed on the lower electrode, the voltages falling on the glass Riece and the remaining ait! layer of 5 mm thickness with r1 (air) = 1, and Calculate the electric field strength Examine the system in terms of puncture? c) In this two-Jayered plane electrode system consisting of air and glass, by showing the distance from the grounded lQwer plane electrode as x, find the relation between the electrodes giving the potential at any point depending on thex and U voltage Plot the variation of the potential with x. d) Calculate the capacity of the two-layer system by taking the surface area of plane electrodes as S = 50 cm2 (0 8.854 pF/ m).

2. U=36 kV is applied between the electrodes in a parallel planar electrode system, shown in the Figure, with an electrode opening a = 15 mm. | U=36 kV al = 5mm (air) al-Smm a2 = 10mm (glass) a=15 mm a) Before placing glass pieces between the electrodes, if there is only air with a puncture strength Edair= 30 kV / cm, calculate the electric field strength in the system. Determine whether the system will be punctured or not? b) If a piece of glass with a 10 mm thick puncture strength Edcam = 100 kV / cm and r2 (glass) 4 is placed on the lower electrode, the voltages falling on the glass Riece and the remaining ait! layer of 5 mm thickness with r1 (air) = 1, and Calculate the electric field strength Examine the system in terms of puncture? c) In this two-Jayered plane electrode system consisting of air and glass, by showing the distance from the grounded lQwer plane electrode as x, find the relation between the electrodes giving the potential at any point depending on thex and U voltage Plot the variation of the potential with x. d) Calculate the capacity of the two-layer system by taking the surface area of plane electrodes as S = 50 cm2 (0 8.854 pF/ m).

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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a)24 kV/cm

b) U1= 24 kV, U2= 12 kV, E1=48 kV/cm, E2= 12 kV/cm

c) 5,9 pF

2. U= 36 kV is applied between the electrodes in a parallel planar electrode system, shown in the Figure, with an electrode opening a = 15 mm. U=36 kV a1 = 5mm (air) at-Snm a2 = 10mm (glass) a=15 mm a) Before placing glass pieces between the electrodes, if there is only air with a puncture strength Edair= 30 kV / cm, calculate the electric field strength in the system. Determine whether the system will be punctured or not? b) f a piece of glass with a 10 mm thick puncture strength Edcam = 100 kV / cm and r2 (glass) = 4 is placed on the lower electrode, the voltages falling on the glass Riece and the remaining ait layer of 5 mm thickness with r1 (ai) = 1, and Calculate the electric field strength Examine the system in terms of puncture? c) In this two-Jayered plane electrode system consisting of air and glass, by showing the distance from the grounded lower plane electrode as x, find the relation between the electrodes giving the potential at any point depending on the x and U voltage Plot the variation of the potential with x. d) Calculate the capacity of the two-layer system by taking the surface area of plane electrodes as S = 50 cm2 (0 8.854 pF/m).
Transcribed Image Text:2. U= 36 kV is applied between the electrodes in a parallel planar electrode system, shown in the Figure, with an electrode opening a = 15 mm. U=36 kV a1 = 5mm (air) at-Snm a2 = 10mm (glass) a=15 mm a) Before placing glass pieces between the electrodes, if there is only air with a puncture strength Edair= 30 kV / cm, calculate the electric field strength in the system. Determine whether the system will be punctured or not? b) f a piece of glass with a 10 mm thick puncture strength Edcam = 100 kV / cm and r2 (glass) = 4 is placed on the lower electrode, the voltages falling on the glass Riece and the remaining ait layer of 5 mm thickness with r1 (ai) = 1, and Calculate the electric field strength Examine the system in terms of puncture? c) In this two-Jayered plane electrode system consisting of air and glass, by showing the distance from the grounded lower plane electrode as x, find the relation between the electrodes giving the potential at any point depending on the x and U voltage Plot the variation of the potential with x. d) Calculate the capacity of the two-layer system by taking the surface area of plane electrodes as S = 50 cm2 (0 8.854 pF/m).
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