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SPHERIC test case 6: Flow around a moving square (BI)

moving_square_force_bi.png SPHERIC test case 6: Flow around a moving square (GP) Миниатюры SPHERIC test case 3: Lid-Driven Cavity (Re=1000) SPHERIC test case 6: Flow around a moving square (GP) Миниатюры SPHERIC test case 3: Lid-Driven Cavity (Re=1000) SPHERIC test case 6: Flow around a moving square (GP) Миниатюры SPHERIC test case 3: Lid-Driven Cavity (Re=1000) SPHERIC test case 6: Flow around a moving square (GP) Миниатюры SPHERIC test case 3: Lid-Driven Cavity (Re=1000) SPHERIC test case 6: Flow around a moving square (GP) Миниатюры SPHERIC test case 3: Lid-Driven Cavity (Re=1000) SPHERIC test case 6: Flow around a moving square (GP) Миниатюры SPHERIC test case 3: Lid-Driven Cavity (Re=1000) SPHERIC test case 6: Flow around a moving square (GP) Миниатюры SPHERIC test case 3: Lid-Driven Cavity (Re=1000)

Comparison of the Drag coefficient between SPH (Using Boundary Integrals boundary condition) and Finite Difference Method.

Автор
Jose Luis Cercos-Pita
Дата съемки
Пт 1 Июль 2016
Дата публикации
Пт 1 Июль 2016
Альбомы
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45156
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4.41 (Оценка: 1)
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