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23 Nov 2019
A thin cylindrical shell of radius R1 is surrounded by a 2nd concentric cylindrical shell of radius R2 The inner shell as a total charge +Q and the outer shell of -Q. Assuming the length L of the shells is much greater than R1 or R2, determine the electric field as a function of R (the perpendicular distance from the common axis of the cylinders) for (a) 0<R<R1, (b) R1<R<R2, and (c) R>R2, (d) What is the kinetic energy of electron if it moves between (and concentric with) the shells in a circular orbit of radius (R1 + R2)/2? Neglect thickness of shells
A thin cylindrical shell of radius R1 is surrounded by a 2nd concentric cylindrical shell of radius R2 The inner shell as a total charge +Q and the outer shell of -Q. Assuming the length L of the shells is much greater than R1 or R2, determine the electric field as a function of R (the perpendicular distance from the common axis of the cylinders) for (a) 0<R<R1, (b) R1<R<R2, and (c) R>R2, (d) What is the kinetic energy of electron if it moves between (and concentric with) the shells in a circular orbit of radius (R1 + R2)/2? Neglect thickness of shells
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24 Jun 2023
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Nestor RutherfordLv2
4 Jun 2019
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