... cv sys Moving, Non-deforming Control Volume: 流体相对于控制体的相对速度 W 5.4 动量方程(The Momentum Equation) 动量定理(牛顿第二定律):系统中流体的动量对时间 的变化率等于作用在该系统上合外力的矢量和。
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System volume flux was gained by loop integral the momentum equation.
利用环路积分的方法求解动量方程,进一步求得系统的体积流量。
Since the interaction between solid phases and liquid phases is included in the momentum equation of liquid phases in terms of sources or sinks, the physical process is clearer in the model.
该模型把固相与液相间的相互作用以源(或汇)的形式归结到液相的动量方程之中,因而物理过程比较明确。
This, by the way, is the conservation of angular momentum about that m I have here one equation vp so I can't solve.
顺便说一下,角动量守恒是关于,所在的点Q的。,point,Q,where,the,mass,is,located。,现在的方程中,和QP,v,of,P,and,QP--,所以我解不出来。
So, hopefully that kind of clears up that question. And, of course, when the velocity actually is zero, this equation that the de Broglie has put forth is valid for anything that has momentum, so if something does not have any velocity at all, it actually does not have momentum, so you can't apply that equation anyway.
能回答你的问题,当然,如果速度真的是零的话,德布罗意提出的这个方程,只对有动量的物体成立,所以如果一个东西没有速度,它没有动量,也就不能应用这个方程。
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