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考虑一类非守恒形式的对流扩散边值问题。
In this paper, we consider a nonconservative convection-diffusion boundary value problem.
采用了体积守恒形式的连续性方程,以防止由于气液两相密度差大而引起的数值求解中的不收敛现象。
The continuum equation with conserved volume type was used to avoid divergence because of the big difference in density between gas and liquid.
这就为研究激光的工作人员出了一个难题:如果能量输出有两种形式,他们怎样运用电荷守恒和能量守恒定律呢?
This posed a conundrum for researchers working with the laser: How were they to apply the laws of conservation of charge and conservation of energy with two forms of energy output?
Energy is conserved in all of its forms.
能量在其任何形式都是守恒的。
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