The particles dynamics was integrated in the fluid dynamics to simulate the particles' growth.
颗粒生长的数值模拟是通过流体动力学与颗粒动力学相结合计算实现的。
Further topics include kinematics, particle dynamics, motion relative to accelerated reference frames, work and energy, impulse and momentum, systems of particles and rigid body dynamics.
更进一步探讨运动学，质点动力学，于加速座标系上之运动行为，功，能量，冲量，动量和质点系统与刚体动力学。
Laser light scattering is one of the most efficient approaches exploring the dynamics of polymer and sub-micrometer particles in liquid.
激光散射是研究液体中高分子和亚微米颗粒动态行为的最有效方法之一。
A numeral model of erosion for carbon-based materials impacted by hypervelocity particles was established based on dynamics.
应用动力学理论建立了碳基材料超高速粒子侵蚀的数学模型。
The interactions between incident particles and solids in ion implantation have been investigated based on the generalized Langevin equation of classical dynamics.
本文用经典力学中推广的朗之万方程研究了离子注入中入射离子与固体的相互作用。
Particles impacting at high velocity is a very important research direct in impact dynamics field.
颗粒高速碰撞问题是冲击动力学领域中的一个重要研究方向。
For dynamics modeling of 3d fluid-solids two-phase flows in engineering problem it was brought forward of particles trajectory flexible model based on the discrete element method (DEM).
为解决工程应用中三维流固两相流动力学建模的难题，提出了基于离散单元法(dem)的颗粒群轨道柔性模型。
Momentum, Angular Momentum, and Dynamics of a System of Particles.
粒子的系统动力，角动量和动力学。
This paper aimed to achieve the dynamics model of mass terms for PMAs. In the modeling, PMAs were considered as a system of particles which were distributed uniformly along a cylinder.
单独考虑气动肌肉的质量项并在动力学推导中将其看成沿圆柱体均匀分布的质点系，利用拉格朗日方程建立了气动肌肉质量项动力学模型。
This paper aimed to achieve the dynamics model of mass terms for PMAs. In the modeling, PMAs were considered as a system of particles which were distributed uniformly along a cylinder.
单独考虑气动肌肉的质量项并在动力学推导中将其看成沿圆柱体均匀分布的质点系，利用拉格朗日方程建立了气动肌肉质量项动力学模型。
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