Kód: 15220302
Methods for well-approximating boundaries of complicated domains in numerical partial differential schemes are investigated. They are tested for applicability to solve non-Newtonian Navier-Stokes based systems of equations represe ... celý popis
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Methods for well-approximating boundaries of complicated domains in numerical partial differential schemes are investigated. They are tested for applicability to solve non-Newtonian Navier-Stokes based systems of equations representing the behavior of granular materials. The interpolated cut-cell method (ICCM) has been developed for that purpose and is presented here.
58.19 €
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