1.
In this paper, we consider a nonconservative convection-diffusion boundary value problem.
考虑一类非守恒形式的对流扩散边值问题.
2.
The law of conservation of energy also takes a simple form.
能量守恒定律也获得简单的形式。
3.
Form invariance of Raitzin s canonical equations of holonomic nonconservative mechanical system;
完整非保守系统Raitzin正则方程的形式不变性和守恒量
4.
The discovery that heat is a form of energy led to the postulate of a universal law of energy conservation.
热是能的一种形式这个发现，成为能量守恒这条普遍定律的出发点。
5.
The conservation of angular momentum takes exactly the same form and has the same significance in both domains.
角动量守恒在两种领域中形式完全相同，并且有同样的重要性。
6.
The Expansions of Conservation Laws and Symmetries for a PDE(s) and Applications of Differential Form Wu s Method;
偏微分方程（组）对称和守恒律的扩充及微分形式吴方法的应用
7.
Discussion about GCL for Deforming Grids
关于变形网格“几何守恒律”概念的讨论
8.
Conformal Invariance and Conserved Quantities of Holonomic Mechanical Systems
完整力学系统的共形不变性与守恒量
9.
Entropy Dissipating Scheme for Hyperbolic Systems of Conservation Laws in One Space Dimension;
一维守恒型方程（组）的熵耗散格式
10.
Several Difference Schemes for the Non-linear Schr(?)dinger Equation;
非线性Schr（？）dinger方程几个守恒差分格式
11.
Several Conservative Difference Schemes for the Klein-Gordon-Zakharov Equations;
Klein-Gordon-Zakharov方程的几个守恒差分格式
12.
Perhaps the most important questions are whether simpler and more inclusive conservation laws exist.
最重要的疑问或许是：有没有形式更简单、适用范围更广泛的守恒定律。
13.
Based on the ampere return circuit theorem, gauss theorem and charge conservation law the concrete form of Displacement current is derived.
本文从安培环路定理、高斯定理及电荷守恒定律出发导出了位移电流的具体形式。
14.
Equation 1. 1-11 is thus a statement of the conservation of particle probability.
因此等式（1．1-11）可以作为粒子几率守恒的表达式。
15.
Probability Current DensityIs a Constant vector in the Penetration of a Rectangular Potential Barrier;
概率流密度矢量是方形势垒穿透中之守恒量
16.
Conformal Invariance and Conserved Quantities of Mei Symmetry for Mechanico-Electrical Systems
机电系统Mei对称性的共形不变性与守恒量
17.
Conformal invariance and conserved quantity for holonomic mechanical systems with variable mass
变质量完整动力学系统的共形不变性与守恒量
18.
Safety evaluation of road alignment based on energy conservation law
基于能量守恒原理的公路线形安全性评价