Titlebook: Quasi-Gas Dynamic Equations; Tatiana G. Elizarova Book 2009 Springer-Verlag Berlin Heidelberg 2009 Finite-difference algorithm.Navier-Stok

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Construction of Gas-Dynamic Equations by Using Conservation Laws,D) and quasihydrodynamic (QHD) systems. As the Navier–Stokes equations, the QGD/QHD equations are a consequence of integral conservation laws, have a dissipative character, and can be obtained from the general system of conservation laws. A principal and substantial distinction of the QGD/QHD equati

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Elements of Kinetic Gas Theory,their generalizations (Chaps. 8 and 9), and in considering problems on the structure of a shock wave and the flow in microchannels (Appendices B and C). We present a schematic description of the kinetic DSMC algorithm,. which is widely used in numerical modelling of rarefied gas flows. Simulations w

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Algorithms for Solving the Quasi-gas-dynamic Equations on Nonstructured Grids,rregular grids seems to be perspective for computing flows in domains with complicated boundaries. Moreover, the freedom of the calculator in choosing the location of nodes of the spatial grid allows him/her to approximate the flow zones with strong gradients in detail and diminish the dependence of

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Computational Fluid and Solid Mechanicshttp://image.papertrans.cn/q/image/781607.jpg

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https://doi.org/10.1007/978-3-642-00292-2Finite-difference algorithm; Navier-Stokes; QGD; QHD; algorithms; construction; numerical methods; fluid- a

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Quasi-gas-dynamic Equations,In this chapter, we present two variants of constructing the quasi-gas-dynamic system, which allow us to obtain a concrete form of expressions for the vectors of mass flux density .., the viscous stress tensor ., and the vector of heat flux . written early without deduction.