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This document describes a numerical method for solving the Euler equations of fluid dynamics using finite volume discretization and Runge-Kutta time stepping. Key points: 1) It combines finite volume spatial discretization with carefully designed third-order dissipative terms and Runge-Kutta time stepping to effectively solve the Euler equations in complex domains. 2) The method has been used to determine steady transonic flow over an airfoil using an O-mesh grid. 3) Convergence to steady state is acce

Author

siva_ksr

Language

EN