The invariance of a system of convection-diffusion equations with respect to generalized Galilean algebra in case of three-dimensional vector field (Q2850479)
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scientific article; zbMATH DE number 6212612
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The invariance of a system of convection-diffusion equations with respect to generalized Galilean algebra in case of three-dimensional vector field |
scientific article; zbMATH DE number 6212612 |
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26 September 2013
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convection-diffusion system
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invariance
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symmetry analysis
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0.91528547
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0.88902795
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0.84738606
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0.84564835
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0.84414953
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The invariance of a system of convection-diffusion equations with respect to generalized Galilean algebra in case of three-dimensional vector field (English)
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The authors deal with study of invariance and symmetry properties of solutions to convection-diffusion equations in the case of three-dimensional vector fields and unique space variable. Classification of linear representations for a generalized Galilean algebra is given. Convection-diffusion-type equations being invariant with respect to generalized Galilean algebra are obtained in the case under consideration.
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