1.
Taking into account the conservation of momentum and heat flux, FAM is applied to obtain the similarity functions of velocity, temperature and turbulent kinetic energy.
考虑到动量及热通量守恒条件,应用有限分析法给出了速度、度和湍动能及其耗散率的相似函数.
2.
Under these conditions the conservation of energy is equivalent to the conservation of mass.
在这种条件下，能量守恒和质量守恒是相等的。
3.
These are equations of local conservation of mass and the jump condition.
这些就是局部质量守恒方程和跃变条件。
4.
The Continuous Weak Entropy Solution for Scalar Conservation Laws with Boundary Condition;
带边界条件的单个守恒律的连续弱熵解
5.
Asymptotic Behaviors of Solutions for the Initial-Boundary Value Problem of Scalar Viscous Conservation Law with Non-convexity;
具有非凸条件的单个粘性守恒律的初边值问题解的渐近性态
6.
L~1-Convergence Rates for Relaxation Approximations to Conservation Laws with Boundary;
具有边界条件的双曲守恒律松弛逼近解的L~1收敛率
7.
Improvement of Bottom Boundary Condition Expressions in 3D PE on the principle of energy conservation;
三维抛物方程方法中海底边界条件改进处理的能量守恒方法
8.
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
9.
always safe geometry
【核】恒安全几何条件
10.
L～1-norm Error Estimates for Viscosity Approximations of the Initial-boundary Value Problem of Scalar Conservation Laws with Non-convexity Conditions;
具有非凸条件的单个守恒律初边值问题的粘性逼近解的L～1模误差估计
11.
Commutative Conditions of Rings with Variable Identical Equation;
可变恒等式条件下的环的交换性条件
12.
Symmetries and Conserved Quantities for Constrained Mechanical Systems in Event Space;
事件空间中约束力学系统的对称性与守恒量
13.
Noether s theorem of nonholonomic systems of variable mass in event space;
事件空间中变质量非完整系统的守恒律
14.
The Judgement of Identical Condition Function Property;
浅谈恒等条件式函数性质的判断方法
15.
Conservation of Mass. Conservation of Momentum. Stress Tensor.
质量守恒，动量守恒，应力张量。
16.
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。
17.
The only inhiebition imposed upon the chaotic flux of events in the world of the very small is that imposed by the conservation laws.
对微观世界里的混乱事件的唯一制约，乃是守恒定律所加的约制。
18.
Study of conservation laws of second-order nonholonomic systems of variable mass in event space by means of the principle of jourdain;
利用Jourdain原理研究事件空间中变质量二阶非完整系统的守恒律