a for the given vector field are find diva analytically and using matlab transformation to the c

1. First, we need to find the divergence of the given vector field A analytically. The vector fi

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For the given vector field A = re^(-Î¸) + Î¸, find div(A) analytically and using MATLAB* (transformation to the Cartesian coordinates is required). Plot the vector field A and the contours of the constant values of the divergence in the same figure. Use two interval values: [-1 < x, y < 1] and [-7 < x, y < 7] with 0.1 step in each axis to produce two plots. Compare the value of the divergence at points P1 (X1, Y1) = (0.5, 0.5) and P2 (X2, Y2) = (3, 2). Create a comparison table. Explain the discrepancy.

          For the given vector field A = re^(-Î¸) + Î¸, find div(A) analytically and using MATLAB* (transformation to the Cartesian coordinates is required). Plot the vector field A and the contours of the constant values of the divergence in the same figure. Use two interval values: [-1 < x, y < 1] and [-7 < x, y < 7] with 0.1 step in each axis to produce two plots. Compare the value of the divergence at points P1 (X1, Y1) = (0.5, 0.5) and P2 (X2, Y2) = (3, 2). Create a comparison table. Explain the discrepancy.

a for the given vector field are find diva analytically and using matlab transformation to the cartesian s is required plot the vector field a and the contours of the constant values of the 28836

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