均方根抖动,rms jitter
Root-mean-square-kinetic方均根动能
3)root mean square momentum方均根动量
1.The momentum probability amplitude and the equality form uncertainty relation of one dimensional infinite well are given,a anomalous integral formula is deduced,it show that the momentum reckoned from de Broglie formula and standing wave requirement is actually theroot mean square momentum.给出了一维无限深势阱这一特殊情况的动量几率幅和等式形式的不确定关系,导出了一个反常积分公式,弄清了根据德布罗意公式和驻波条件算出的势阱中粒子的动量实际上是粒子的方均根动量。
4)shaking way抖动方式
1.In this paper the authors discuss the reason why the CPUE of jigging machines is lower than that of manual fishing on poor squid resources and the improvement onshaking way of jigging machines as well as its feasibility.笔者分析了在原抖动方式下,鱿鱼稀疏时鱿鱼钓机的CPUE较手钓的CPUE低的原因,进而对钓机原抖动方式提出了改进意见,并对改进方案的可行性进行了探讨。
5)RMS velocity均方根振动速度
6)root mean square of pulsating velocity均方根脉动速度
延伸阅读
均方根Image:11509551240358113.jpg 均方根
均方根 有时也称方均根。英语写为:root mean square(rms).将n个项的平方和处以n后开平方的结果,即方均根的结果。
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