1.
Research Advances in System Dynamics ofGeneralized Classical Mechanics;
广义经典力学系统动力学的研究进展
2.
The variational equqtions and the integral invariants for holonomic nonconservative dynamical systems in generalized classical mechanics;
广义经典力学中完整非保守系统的变分方程与积分不变量
3.
Number of Generalized Coordinates and Degree of Freedom in Classical Mechanics;
经典力学体系中广义坐标和自由度的数目
4.
Lie Symmetries and Conserved Quantities of Poincaré-Chetaev Equations In Generalized Classical Mechanics;
广义经典力学中Poincaré-Chetaev方程的Lie对称性与守恒量
5.
Four-Dimensional Generalized Symmetrical Formalism in Classical Physics and Quantum Mechanics and Mechanical Wave Theory;
经典物理和量子力学中的四维广义对称形式和力学波动论
6.
Effects of non-conservative forces on Lie symmetries of a generalized mechanical system;
非保守力对广义力学系统Lie对称性的影响
7.
The application of dynamics to economic control system;
动力学在经济系统控制中的典型应用示例
8.
ADVANCES IN THE SYMMETRIES AND CONSERVED QUANTITIES OF CLASSICAL CONSTRAINED SYSTEMS
经典约束力学系统对称性与守恒量研究进展
9.
New Generalized-α Algorithms for Multibody Dynamics
柔性多体系统动力学新型广义-α数值分析方法
10.
Robust eigenstructure assignment in descriptor second-order linear systems
广义二阶动力学系统的鲁棒特征结构配置
11.
Ecosystem Evolution Dynamics Based on Generalized Entropy Principle
基于广义熵原理的生态系统演化动力学
12.
Generalized mass modeling of multi-body system dynamics based on SOA theory
基于SOA理论的多体系统动力学广义质量建模
13.
Constructing integral invariantIn generalized mechanical systems in the high-dimensional extemded phase space;
高维增广相空间中广义力学系统的第一积分和积分不变量
14.
Lie s symmetrical theorem and its inverse of generalized mechanical systems in dimensional extended phase space;
高维增广相空间中广义力学系统的Lie对称定理及其逆定理
15.
Stability of Large-Scale Systems Based on Power Systems
基于电力系统的广义大系统的稳定性
16.
Some Examples About the Relation of the Quantum Mechanics and Classics Mechanics;
量子力学与经典力学联系的几个例子
17.
Research on Schemes of Generalized Synchronization and Phase Synchronization of Typical Chaotic Systems
典型混沌系统广义同步与相同步方案的研究
18.
Rankine Cycle is spread to universal thermodynamic system by using matrix theory. A new universal model is provided to describe thermodynamic system.
利用矩阵理论 ,将朗肯循环推广到一般的热力系统 ,提出了热力系统广义数学模型。