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A spherical capacitor consists of an inner sphere of radius 12 cm and the outer sphere of radius 36 cm. The capacitance is C1 when the inner sphere is charged and the outer sphere is earthed and C2 when the inner sphere is earthed and outer sphere is charged. The ratio C1C2 is
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SOLVED:Capacitance of the Earth. Consider a spherical capacitor with one conductor being a solid conducting sphere of radius R and the other conductor being at infinity. (a) Use Eq. (24.1) and what you know about the potential at the surface of a conducting sphere with charge Q to derive an expression for the capacitance of the charged sphere. (b) Use your result in part (a) to calculate the capacitance of the earth. The earth is a good conductor and has a radius of 6380 km . Compare your result
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