Define solenoidal vector. Find the value of"a" FOR which the vector V=(x+3y)i+(y-2z)j+(x+az)k is solenoidal
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Answer:
, an incompressible vector field (also known as a solenoidal vector field) is one in which divergence is equal to zero everywhere.
Step-by-step explanation:
When a vector field is solenoidal, its divergence becomes 0, using this clue this problem can be solved. To calculate the divergence of a vector, the dot product of that vector and nabla(vector operator) is calculated.
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