For an infinitely long solenoid of radius a with current I. The number of turns per...

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For an infinitely long solenoid of radius a with current I. The number of turns per unit length is n. (2a) Compute the surface current density K on the solenoid and check the boundary condition for B at s = a. (2b) Compute the vector potential A inside and outside of the solenoid and check that whether the vector potential A outside the solenoid is gauge equivalent to A=0? For an infinitely long solenoid of radius a with current I. The number of turns per unit length is n. (2a) Compute the surface current density K on the solenoid and check the boundary condition for B at s = a. (2b) Compute the vector potential A inside and outside of the solenoid and check that whether the vector potential A outside the solenoid is gauge equivalent to A=0?

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Surface Current Density and Boundary Condition for B To compute the surface current density K on the ... View the full answer