Two semi-infinite, hollow cylinders of radius R are coaxial with the z-axis. Apart from an insulating ring
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Two semi-infinite, hollow cylinders of radius R are coaxial with the z-axis. Apart from an insulating ring of thickness d → 0, the two cylinders abut one another at z = 0 and are held at potentials VL and VR. Find the potential everywhere inside both cylinders. You will need the integrals
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². L'a S 2 The real numbers xm satisfy Jo(xm) = 0. dss Jo(s) = J₁(2) R and V₁ d ²["² 2 ds s Jo(xns) Jo(xms) = J² (xn)8nm. 0 VR
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