Calculate six double integrals to find the flux across face

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Reference no: EM13287589

A cube is defined by the following bounds: {x = 0.1; y = 0.1; z =0.1}. Let F be a vector field that is defined everywhere within the volume of the cube. Evaluate the fluxacross the surface of the cube if

F=(4xz)i - y²j +yzk

To solve this problem, you have to calculate six double integrals(surface integrals - one for each face of the cube) to find the flux across each face. Then you must add themall together to find the total flux.

Reference no: EM13287589

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