A finite volume method was utilized to perform a discrete solution for the equations of mass, chemical components, momentum and heat energy conservation.
利用有限体积方法对质量、化学组分、动量和热量守恒方程进行离散求解。
If energy were to flow spontaneously from a block of ice to a surrounding volume of water, this could occur in complete accord with energy conservation.
如果能量能自发地从冰块扩散到周围的水中,这种现象的出现就完全符合能量守恒。
This book is devoted to finite volume methods for hyperbolic systems of conservation laws.
这本书对于守恒定律的双曲线的体制献身于有限体积法。
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