A system of very long conductors (Total length I) consists of an inner cylinder of radius a and a thin outer cylinder of radius b. The inner cylinder is given a total charge q while the outer cylinder has the same amount of charge but with the opposite sign. All charges are evenly distributed on the surface of the conductor. Determine: C. The total capacitance and capacitance per unit length of this system! (Answer of c attached)

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https://www.bartleby.com/questions-and-answers/advanced-physics-question/e1a1292d-6324-4896-8277-71c12e90cc5f (answer of c)

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Transcribed Image Text:2.Te,! C = b In C 27 τε, b In ||
A system of very long conductors
(Total length I) consists of an inner
cylinder of radius a and a thin outer
cylinder of radius b. The inner
cylinder is given a total charge q
while the outer cylinder has the
same amount of charge but with the
opposite sign. All charges are evenly
distributed on the surface of the
conductor. Determine:
C. The total capacitance and
capacitance per unit length of this
system! (Answer of c attached)
Question: If the area between
cylinders has a distance d = b-a
which is very small compared to the
cylinder radii a, b, show that the
а,
answer to Part c is reduced to
capacitance for an infinite plate
system!
Transcribed Image Text:A system of very long conductors (Total length I) consists of an inner cylinder of radius a and a thin outer cylinder of radius b. The inner cylinder is given a total charge q while the outer cylinder has the same amount of charge but with the opposite sign. All charges are evenly distributed on the surface of the conductor. Determine: C. The total capacitance and capacitance per unit length of this system! (Answer of c attached) Question: If the area between cylinders has a distance d = b-a which is very small compared to the cylinder radii a, b, show that the а, answer to Part c is reduced to capacitance for an infinite plate system!
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