Pages that link to "Item:Q1922970"
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The following pages link to Symmetries and heir equations for the laminar boundary layer model (Q1922970):
Displaying 14 items.
- The new solutions for two kinds of axially symmetrical laminar boundary layer equations (Q805397) (← links)
- Incompressible laminar 2D steady thermal boundary layers with temperature-dependent kinematic viscosity and thermal diffusivity (Q873053) (← links)
- The role of symmetries in solving differential equations (Q1368556) (← links)
- Nonclassical symmetries as special solutions of heir-equations (Q1874583) (← links)
- Nonclassical symmetry analysis of boundary layer equations (Q1952994) (← links)
- O. A. Ladyzhenskaya's system of equations of symmetric boundary layer of modified fluid (Q2153278) (← links)
- On the derivation of nonclassical symmetries of the Black-Scholes equation via an equivalence transformation (Q2217831) (← links)
- Lie groups and self-similar forms of the Prandtl equations (Q2755225) (← links)
- Group Analysis and Heir-Equations for Thin Liquid Films (Q3636330) (← links)
- Conditional symmetries and exact solutions of a nonlinear three-component reaction-diffusion model (Q5056747) (← links)
- Nonclassical Symmetries for a Class of Reaction-Diffusion Equations: the Method of Heir-Equations (Q5230880) (← links)
- On new exact solutions of the generalized <scp>Fitzhugh–Nagumo</scp> equation with variable coefficients (Q6147870) (← links)
- Nonclassical symmetry analysis and heir-equations of forced Burger equation with time variable coefficients (Q6159862) (← links)
- Hierarchy of coupled Burgers-like equations induced by conditional symmetries (Q6657494) (← links)
