Search Results - Kaptsov, E.I.

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  1. 1
    Shallow water equations in Lagrangian coordinates: Symmetries, conservation laws and its preservation in difference models

    Shallow water equations in Lagrangian coordinates: Symmetries, conservation laws and its preservation in difference models by Dorodnitsyn, V.A., Kaptsov, E.I.

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  2. 2
    Lie group symmetry analysis and invariant difference schemes of the two-dimensional shallow water equations in Lagrangian coordinates

    Lie group symmetry analysis and invariant difference schemes of the two-dimensional shallow water equations in Lagrangian coordinates by Dorodnitsyn, V.A., Kaptsov, E.I., Meleshko, S.V.

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  3. 3
    Invariant finite-difference schemes for cylindrical one-dimensional MHD flows with conservation laws preservation

    Invariant finite-difference schemes for cylindrical one-dimensional MHD flows with conservation laws preservation by Kaptsov, E.I., Dorodnitsyn, V.A., Meleshko, S.V.

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  4. 4
    Analysis of the one-dimensional Euler–Lagrange equation of continuum mechanics with a Lagrangian of a special form

    Analysis of the one-dimensional Euler–Lagrange equation of continuum mechanics with a Lagrangian of a special form by Kaptsov, E.I., Meleshko, S.V.

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  5. 5
    Conservation laws of the two-dimensional gas dynamics equations

    Conservation laws of the two-dimensional gas dynamics equations by Kaptsov, E.I., Meleshko, S.V.

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  6. 6
    Nonstationary one-dimensional flows of a two-temperature dissociating gas: Group analysis and invariant solutions

    Nonstationary one-dimensional flows of a two-temperature dissociating gas: Group analysis and invariant solutions by Grigoriev, Yu.N., Kaptsov, E.I., Meleshko, S.V.

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  7. 7
    Symmetries, Conservation Laws, Invariant Solutions and Difference Schemes of the One-dimensional Green-Naghdi Equations

    Symmetries, Conservation Laws, Invariant Solutions and Difference Schemes of the One-dimensional Green-Naghdi Equations by Dorodnitsyn, V. A., Kaptsov, E. I., Meleshko, S. V.

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  8. 8
    The dynamics of an elliptical crack in an elastic space: Solution using padé approximations

    The dynamics of an elliptical crack in an elastic space: Solution using padé approximations by Kaptsov, A.V., Shifrin, E.I.

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  9. 9
    Application of the pade approximation to the solution of dynamic problems of the theory of elasticity for a space weakened by a plane crack

    Application of the pade approximation to the solution of dynamic problems of the theory of elasticity for a space weakened by a plane crack by Kaptsov, A.V., Shifrin, E.I.

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