我们也可以看到现在对于，一个多电子原子的能量方程。
We can also look at the energy equation now for a multi-electron atom.
采用有限差分法对两相能量方程进行离散求解。
The finite difference method was used to discretize and solve the two phase energy equations.
正如著名的方程式E=MC2 所示，能量与物质紧密相连。
As is best shown in the equation E=MC2, energy and matter are fundamentally connected.
在此基础上分析了田间能量平衡方程中各分量间的比例关系。
Finally the relationship of the components in field energy balance equation is analysed.
并运用能量平衡原理以建立问题的补充方程。
The principle of the balance of energy was used in formulating the problem.
将能量代谢率与出汗率进行指数函数的拟合，得到二者的关系方程。
The regression equation relating metabolic rate and sweat rate was compound function.
若从弹性波方程出发，则可考虑面波能量。
If we start with elastic wave equation, surface wave energy can be considered as well.
根据初次级能量转换关系，得到推力方程。
On the energy conversion relationship between primary and secondary, it gets thrust.
在切割阶段，根据能量平衡方程建立了切割力模型；
在切割阶段，根据能量平衡方程建立了切割力模型；
应用推荐