Gradient of the quotient of two scalar point functions
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Important Formulas and their Explanations (V):
Gradient, Divergence and Curl
Gradient of the quotient of two scalar point functions
Gradient of the quotient of two scalar point functions.
If f and g are two scalar point functions, then
grad (f/g) = ( g grad f - f grad g )/g^2,
that is, gradient of (f/g) = ( g gradient of f - f gradient of g )/g^2,
that is, (f/g) = (g f - f g)/g^2
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This solution is comprised of a detailed explanation of the gradient of the quotient of two scalar point functions.
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Gradient of the quotient of two scalar point functions.
If f and g are two scalar point functions, then
grad (f/g) = ( g grad f - f grad g )/g^2,
that is, gradient of (f/g) = ( g gradient of f - f gradient of g )/g^2,
that is, (f/g) = (g f - f g)/g^2
Solution contains detailed step-by-step explanation.
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Important Formulas and their Explanations (V):
Gradient, Divergence and Curl
Gradient of the quotient of two scalar point functions
...
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- BSc, Manipur University
- MSc, Kanpur University
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