1) largrangian stochastic trajectory approach
Lagrangian随机轨道
2) stochastic trajectory
随机轨道
1.
Based on the consideration of the dispersed phase interaction with continuous phase, applying the k-ε model and the stochastic trajectory model with to the gas phase and solid phase,the particle motion trajectory was simulated successfully.
在考虑气相与颗粒固相之间相互作用的前提下,对气相采用带旋流修正的k-ε模型,对颗粒固相采用随机轨道模型,成功地模拟出颗粒的运动轨迹。
3) stochastic model
随机轨道模型
1.
The stochastic model and particle cloud model were utilized to model turbulent dispersion of droplets,which was compared with the results obtained by deterministic model.
分别应用随机轨道模型及颗粒群模型来考察湍流对液滴扩散的影响,并与确定性轨道进行了比较。
2.
A stochastic model was taken into account to model particle dispersion due to turbulent fluctuations.
其中,对丙烷蒸汽与空气的气相混合物采用欧拉法求解,利用拉格朗日法跟踪丙烷液滴的运动轨迹,并加入颗粒随机轨道模型来考虑液滴的湍流扩散效应,数值计算所得的物理参量与实验测量结果相吻合。
4) stochastic trajectory model
随机轨道模型
1.
Application of stochastic trajectory model to nozzle two-phase flow calculation;
随机轨道模型在喷管两相流计算中的应用
2.
Simplification and Validity of Stochastic Trajectory Model of Particles in Particle-Laden Gas Turbine;
带粒燃气涡轮中颗粒随机轨道模型的简化与分析
3.
The Eulerian-Lagrangian approach is used to simulate liquid-solid two-phase flow, that is, Reynolds time-averaging equations are solved to simulate fluid phase, while stochastic trajectory model is adop.
在欧拉坐标系下求解流体相的雷诺时均守恒方程组来模拟流体流场 ,通过拉格朗日坐标系下的随机轨道模型获得固体颗粒相的运动 ,并考虑了流体相与固体颗粒相之间的双向耦合作用 。
6) random track irregularity
随机轨道不平顺
补充资料：轨道保持(见航天器轨道控制)
轨道保持(见航天器轨道控制)
orbit keeping
guidQo baoehi轨道保持(o rbit keePing)见航天器轨道控制。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条