4\particle generation (粒子生成卷展栏)里particle motion (粒子运动)和particle timing(粒子时间)这两部分决定了粒子发射速度和粒子起始与存在的时间.要仔细研究.
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velocity of particle motion 质点运动速度
Particle Motion Blur Map 粒子运动模糊贴图
two-dimensional particle motion 二维运动电荷
Random Particle Motion 随机运动粒子
fundamental particle motion 基本粒子运动
sand particle motion 沙粒运动
solid particle motion 固体颗粒运动
particle motion trace 质点运动轨迹
The present paper carried out a direct numerical simulation of particle motion characteristics in strongly swirling flow with Re=669 and S=1.42.
本文采用直接数值模拟计算了Re=669,S=1.42强旋流中的颗粒运动特性。
参考来源 - 强旋流中颗粒运动特性的直接数值模拟A discrete particle motion-collision decoupled model was established in which particle collision was modeled by means of DSMC method.
本文建立了离散颗粒运动-碰撞解耦模型,模型中应用DSMC方法模拟颗粒间的碰撞过程。
参考来源 - 应用LES·2,447,543篇论文数据,部分数据来源于NoteExpress
A crossplot of two components of particle motion over a time window.
质点在一个时窗内运动的两个分量的交会图。
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。
The effect of particle size and initial velocity on the particle motion behavior is discussed.
并讨论了粒子的尺寸、初始速度的大小和方向对粒子在叶栅内运动特性的影响。
And it turns out that the Schrodinger equation is an equation of motion in which you're describing a particle by describing it as a wave.
结果是薛定谔方程,用描述粒子波动性的方式,来描述这个粒子。
So, time is measured as a parameter along the motion of the particle.
这样,时间就被记为质点运动的一个参数
We're describing the motion of a particle in a circle.
我们描述了圆周上一个点的运动
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