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20 Nov 2019
Perfectly conducting material fills the space between the planes z = 0 m and z = 2 m in a Cartesian coordinate system. An electric field = z (1/z2+z-2) V/m exists for z> 2. Show that this field satisfies the proper boundary conditions on The top surface of the conductor, and find the surface charge density on the top surface of the conductor. Find the electric field inside the conductor.
Perfectly conducting material fills the space between the planes z = 0 m and z = 2 m in a Cartesian coordinate system. An electric field = z (1/z2+z-2) V/m exists for z> 2. Show that this field satisfies the proper boundary conditions on The top surface of the conductor, and find the surface charge density on the top surface of the conductor. Find the electric field inside the conductor.