1.
The relationship between gauge invariance and the law of charge conservtion;
规范不变性与电荷守恒关系的再讨论
2.
Discussion about Parados of Energe Conservation Charged Systems
关于带电体系静电能守恒佯谬问题的讨论
3.
Ac-cordling to the relationships of the erergy blalance and mose balance. We can also judge the relationship of the flow direction with the energy change.
根据能量平衡和质量守恒的关系,特别流动方向及能量变化关系。
4.
Determining the Conditions on Mechanical Energy Conservation Havingno Relation to Reference Frame Selection in Non-inertial System
非惯性系中机械能守恒与参照系选取无关的条件确定
5.
The Collected Symmetric Property Instruction in University Physics;
浅谈大学物理中的“对称性”与力学三大守恒定律的关系
6.
The Relationship Between Three Conservation Quantities and the Orbital Geometry Parameter in Inverse-Square Central Force Field;
平方反比有心力场中三守恒量与轨道几何参数的关系
7.
The Law of Conservation of Momentum and the Law of Conservation of Angular Momentum for Charge System and Electromagnetic Field;
电磁场和电荷系统的动量守恒定律和角动量守恒定律
8.
Discussion about GCL for Deforming Grids
关于变形网格“几何守恒律”概念的讨论
9.
Application of Conservation Law of Mechanical Energy in Uninertia Force Reference System;
非惯性参考系中机械能守恒守律的应用
10.
Lie symmetries and conserved quantities of relativistic holonomic nonconservative mechanical systems;
相对论完整非保守系统的Lie对称性与守恒量
11.
Symmetries and Non-Noether Conserved Quntities of Systems with Unilateral Constraints;
单面约束系统的对称性与非Noether守恒量
12.
Studies on Crack Tip Fields and Conservation Laws in Hamiltonian System;
Hamilton体系下裂纹端部场及守恒量研究
13.
Conservation to the momentum of this system about the bullet shoots the wooden staff;
木棒和子弹组成系统的动量守恒问题
14.
Hojman conserved quantity for holonomic systems with redundant coordinates;
有多余坐标完整系统的Hojman守恒量
15.
The Judgement of Factors about Affecting Less on Momentum Conservation System;
对动量守恒系统影响较小因素的判定
16.
Mei Symmetry and Mei Conserved Quantity for Constrained Mechanical Systems
约束力学系统的Mei对称性与Mei守恒量
17.
THE CONSERVED QUANTITY AND SYMMETRY OF PERTURBED KEPLER SYSTEM
微扰Kepler系统的守恒量与对称性
18.
Birkhoff symmetries and conserved quantities of generalized Birkhoffian systems
广义Birkhoff系统的Birkhoff对称性与守恒量