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Faculty of Mechanical Engineering, Lj. (FSLJ)
  • A polygon-free numerical solution of steady natural convection in solid-liquid systems
    Perko, Janez, 1972- ; Chen, Ching-Syang ; Šarler, Božidar
    This paper describes a primitive variable formulated and Kansa's method solved free boundary problem arising in the steady natural convection of the incompressible Newtonian solid-liquid phase change ... material. Solution of the coupled mass, momentum, and energy equations in two-dimensions is solved by using global multiquadrics approximation of the fields and global cubic spline approximation of the boundary geometry.
    Source: Moving boundaries VI : computational modelling of free and moving boundary problems (Str. 111-122)
    Type of material - conference contribution
    Publish date - 2001
    Language - english
    COBISS.SI-ID - 4371483

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