The divergence of a curl, like the curl of a gradient, is always zero: \(\nabla\cdot(\nabla\times T)=\mathbf{0}\)
Question
Divergence of curl: [...]
Answer
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Question
Divergence of curl: [...]
Answer
The divergence of a curl, like the curl of a gradient, is always zero: \(\nabla\cdot(\nabla\times T)=\mathbf{0}\)
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Divergence of curl Divergence of curl: The divergence of a curl, like the curl of a gradient, is always zero: \(\nabla\cdot(\nabla\times T)=\mathbf{0}\)
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