Three concentric thin spherical shells of radii a, b, and c(a<b<c). The first and second are connected by a wire and third is earthed, the capacity of capacitor so formed is: (a) 4 πε0((a b)/(b-a) (c^2)/(c-b)) (b) (4 πε0 b c)/(c-b) (c) 4 πε0((b-a)/(a b) (c-b)/(c^2)) (d) (4 πε0 b c)/(c-b) 4 πen c | Numerade
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Two concentric metal spherical shells, of radius a and b, respectively, are separated by weakly conducting material of conductivity σ(Fig. 7.4 a). (a) If they are maintained at a potential difference V, what current flows from one to the other: (b) What is the resistance between the shells? (c) Notice that if b ≫a the outer radius ( b ) is irrelevant. How do you account for that? Exploit this observation to determine the current flowing between two metal spheres, each of radius a, immersed deep
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