The plates of a capacitor are of conical shapes and are defined by the surfaces 0 = 27° and 9 = 66°. The slant height of both conical plates is 2.5 m, which also appears to be the radius r in spherical coordinates. If the plates 0 = 27° and 0 = 66° are at potentials -10 V and 5 V, respectively, determine the capacitance of the said capacitor. Assume the relative permittivity of the dielectric used in the capacitor to be 3.6.

Delmar's Standard Textbook Of Electricity
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ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter19: Capacitors
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Problem 3RQ: A capacitor uses air as a dielectric and has a capacitance of 3 F. A dielectric material is inserted...
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The plates of a capacitor are of conical shapes and are defined by the surfaces 0 = 27° and 9 = 66°. The slant height of both conical
plates is 2.5 m, which also appears to be the radius r in spherical coordinates. If the plates 0 = 27° and 0 = 66° are at potentials -10
V and 5 V, respectively, determine the capacitance of the said capacitor. Assume the relative permittivity of the dielectric used in the
capacitor to be 3.6.
Transcribed Image Text:The plates of a capacitor are of conical shapes and are defined by the surfaces 0 = 27° and 9 = 66°. The slant height of both conical plates is 2.5 m, which also appears to be the radius r in spherical coordinates. If the plates 0 = 27° and 0 = 66° are at potentials -10 V and 5 V, respectively, determine the capacitance of the said capacitor. Assume the relative permittivity of the dielectric used in the capacitor to be 3.6.
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