Question: Three infinite planes current sheets, each of a uniform current density, exist in the coordinate planes of a Cartesian coordinate system. The magnetic flux

Three infinite planes current sheets, each of a uniform current density, exist in the coordinate planes of a Cartesian coordinate system. The magnetic flux density due to these current sheets are given at three points as follows: at (1,5,3), B1 3 Bo(ar 2ay), at (6, -1.2), B2 J Bo(-ax 2a, az) at (1,2, 2), B3 BoCax 2az). Let the current densities on the sheet be Js1,Js2Js3 on the x 0,y 0 and z 0 planes, respectively. Find the magnetic flux density at the following points: al (-l,14) bl (-1,-2,-4) Hint: Compute the current densities on the sheet and find out the magnetic flux density. 

Three infinite planes current sheets, each of a uniform current density, exist in the coordinate planes of a Cartesian coordinate system. The magnetic flux density due to these current sheets are given at three points as follows: at (1,5,3), B = B(ax + 2ay), at (6, -1,2), B = Bo(-ax+ 2a,+ a), at (1,2,-2), B3 = Bo(ax + 2a). Let the current densities on the sheet be Js1.Js2.Js3 on the x=0,y=0 and z=0 planes, respectively. Find the magnetic flux density at the following points: a/ (-1,1,4) b/ (-1,-2,-4) Hint: Compute the current densities on the sheet and find out the magnetic flux density.

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