1. The problem statement, all variables and given/known data
Start from the 'relevant equation' below and derive
$$ (1) \frac{\partial{\bf{\hat{q}}_{i}}}{{\partial{q}}_{j}}={\hat{q}}_{i}\frac{1}{{h}_{i}} \frac{\partial{h}_{i}}{{\partial{q}}_{j}}, {i}\ne{j}$$
$$ (2)...
orthogonal coordinate systems - scale factors
orthogonal coordinate systems - scale factors
Start from the 'relevant equation' below and derive
$$ (1) \frac{\partial{\bf{\hat{q}}_{i}}}{{\partial{q}}_{j}}={\hat{q}}_{i}\frac{1}{{h}_{i}} \frac{\partial{h}_{i}}{{\partial{q}}_{j}}, {i}\ne{j}$$
$$ (2)...
orthogonal coordinate systems - scale factors
orthogonal coordinate systems - scale factors
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