particle motion

Based on Moliere expansion potential, the equation of particle motion has been reduced to the nonlinear differential equation and looked for the solution of the equation by PLK method.

本文利用Moliere展开势，将粒子运动方程化为非线性微分方程；并用PLK方法找到了该方程的近似解析解；

Further, all the laws of nature that govern the particle motion are not known.

再者, 支配粒子运动的一切自然规律也都是未知的.

Experimental study on particle motion law under the condition of pressure wave

压力波动条件下微粒运移规律的实验研究

The matching ratio of gel particle and pore throat size and critical pressure gradient of particle motion have been studied by core test experiments and special structurally visual micro-model experiments.

采用填砂岩心实验和具有特殊喉道结构的微观蚀刻模型定量地研究了颗粒大小与孔喉尺寸的匹配关系以及颗粒发生运移的临界条件。

Characteristics of water particle motion paths in the Bashi Strait

巴士海峡水质点运动路径的分布特征

The Double Wave Function Description of Particle Motion in the Quadratic Anharmonic Model Field

二次型非简谐振子模型中粒子运动的双波函数描述

A study of the particle motion in the shaking sluice

矿粒在摇动溜槽中运动规律探讨

By the way of the sampling and revivifying method, the existence of ring-core structure of particle motion is shown, the fact that the lower part is a dense region and the upper part is a dilute region is also proved.

对于颗粒碰撞事件，采用本文中提供的抽样与还原技术，可以较好的模拟循环流化床中颗粒运动的环核结构以及上稀下浓的非均匀结构。

The modern theory of particle motion was initiated by the Italian scientist Galileo.

近代的粒子运动理论是意大利科学家伽利略创始的.

This character can be escribed by both particle motion equation and stress-strain constitutive equation ( I-e. the generalized Hooke's law) which are de-rived from elastic wave theory.

这一性质可以用弹性波动理论建立的质点运动方程和应力应变本构方程（即广义虎克定律）来描述。

The particle motion is dominated by inertia and gravity effects.

粒子的运动是由惯性和重力作用决定的.

Brown diffuse may be dominant operation for the sub-micron particle motion.

布朗扩散可能对亚微米颗粒运动起到主导作用.

Ascertain the Condition of Particle Motion Range under the Effect of Centripetal Force

有心力作用下限制质点运动范围条件的确定

The particle motion is elliptical retrograde in contrast to elliptical direct orbit for surface waves water.

质点的运动是椭圆倒转,而不是象水上的面波那样的椭圆正转.