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A velocity field in Cartesian coordinate system is expressed as v=xi^+yj^+p(z)k^, where p(0)=0v = x\hat{i} + y\hat{j} + p(z)\hat{k}, \text{ where } p(0) = 0v=xi^+yj^+p(z)k^, where p(0)=0
If div v=0v = 0v=0, p(z)p(z)p(z) is
0
−2z-2z−2z
2
2z2z2z
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