divergence and curl of a vector field are
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The divergence and curl of a vector field are two vector operators whose basic properties can be understood geometrically by viewing a vector field as the flow of a fluid or gas. The curl of a vector field captures the idea of how fluid may rotate. Imagine that the below vector field F represents fluid flow.
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The divergence and curl of a vector field are two vector operators whose basic properties can be understood geometrically by viewing a vector field as the flow of a fluid or gas. ... The curl of a vector field captures the idea of how a fluid may rotate. Imagine that the below vector field F represents fluid flow.
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