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- dynamics of flexible multibody systems 多柔体动力学
- Flexible multibody system dynamics predicting method of high-speed vehicle handling 汽车高速行驶操纵性柔性多体动力学预测方法
- Impact with Multiple Contact Points of Flexible Multibody System with Closed Loops 闭环柔性多体系统的多点撞击问题
- Dynamic Modeling of a Flexible Multibody System with Elastic Impact 柔性多体系统弹性碰撞动力学建模
- The study on symbolic computation for dynamics of flexible multibody systems 多柔体系统动力学符号演算的研究
- STUDY ON PARAMETRIC PLATFORM FOR DYNAMIC SIMULATION OF FLEXIBLE MULTIBODY SYSTEMS OF GUN 火炮多柔体系统参数化仿真平台研究
- Review on dynamics of flexible multibody systems applied in roller milling industry 柔性多体系统动力学理论应用于轧制工业的综述
- By using Transfer Matrix Method of Multibody System (MS-TMM), the vibration characteristics of LRMLRS coupled with rigid bodies and flexible bodies are computed. 用多体系统传递矩阵法,计算了刚弹祸合远程多管火箭多体系统固有振动特性。
- flexible multibody system 多柔体系统
- flexible multibody systems 多柔体系统
- Based on the fully Cartesian coordinates, a differential/algebraic equation system of multibody system dynamics is obtained. 利用完全笛卡尔坐标描述多刚体系统,建立多刚体系统动力学微分-代数方程。
- The dynamical equations of rigid flexible coupling multibody systems have characters of stiffness and high frequency oscillation. 刚柔耦合多体机械系统动力学微分方程组具有刚性和高频振荡的特点。
- The method of Huston on multibody system dynamics and its development were introduced. 介绍多体系统动力学的休斯敦方法及其发展。
- The formulation of kinematics and dynamics of multibody system based on the fully Cartesian coordinates has an important advantagement in computational efficiency. 用完全笛卡尔坐标描述多体系统的运动学和动力学在提高计算效率方面有突出优点。
- Using the forward recursive formulation,the dynamic equation of arbitrary topological fiexible multibody system is established. 在采用柔性多体系统单向递推组集建模方法的基础上建立了任意拓扑结构的柔性多体系统的动力学方程。
- The adjoint variable method for design sensitivity analysis of multibody system dynamics based on ordinary differential equations is presented. 基于常微分方程数学模型建立了多体系统动力学设计灵敏度分析的伴随变量方法。
- Using transfer matrix method of multibody system and launch dynamic theory,the relations between the firing order and firing interval vs.performance of MLRS were established. 应用多体系统传递矩阵法和发射动力学理论,建立了多管火箭射击顺序和射击时间间隔与多管火箭系统(MLRS)性能之间的定量关系。
- By using the orthogonality condition of augmented eigenvector of multibody system, the algebraic equation group with unknowns of structure parameter is formed. 利用多体系统增广特征矢量的正交性条件,可建立以系统物理参数为未知数的代数方程组。
- In multibody system dynamics,the orthogonality of eigenvector is the precondition to solve the dynamic response of system using the classical modal analysis methods. 特征矢量的正交性是用模态方法求解多体系统动力响应的前提条件。
- By using the orthogonality condition of augmented eigeuvector of multibody system, the algebraic equation group with unknowns of structure parameter is formed. 利用多体系统增广特征矢量的正交性条件,可建立以系统物理参数为未知数的代数方程组。