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能量守恒

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Before and after their collision, they meet law of conservation of momentum and law of conservation of energy.

两个物体的运动轨迹相交时,将发生碰撞、干涉,在碰撞前后满足动量守恒和能量守恒定律。

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。

Finally, based on the idea of dynamic conservation of mass ,the conservation of energy and infinite partition.

最后利用质量动态守恒和能量守恒及无穷分割的思想,推出了物质的最终组成,并统一到一种物质——能量子。

Based on analyzing the mechanism of heat and water transfer in unsaturated soil, and the conservation principles of mass and energy, the theoretical model of heat and water migration in unsaturated soil was established.

理论上,通过对土壤内热和水分迁移机理分析,根据质量守恒和能量守恒原理,建立了土壤非饱和区热和水分迁移的理论模型。

With the modernization of scientific and technological progress and industrial development, physics, chemistry, biology, engineering, aerospace, medical, economic and financial areas of the many principles and laws can be described as an appropriate ordinary differential equations, such as Newton's laws of motion, gravity law, law of conservation of mechanical energy, energy conservation law, the law of population development, ecological population competition, disease transmission, genetic variation, the trend of the stock's up V, the floating interest rates, the market equilibrium price changes.

随着科技进步和工业现代化的发展,物理、化学、生物、工程、航空航天、医学、经济和金融领域中的许多原理和规律都可以描述成适当的常微分方程,如牛顿的运动定律、万有引力定律、机械能守恒定律,能量守恒定律、人口发展规律、生态种群竞争、疾病传染、遗传基因变异、股票的涨伏趋势、利率的浮动、市场均衡价格的变化等。

Based on the laws of energy conservation and momentum conservation, the mass-speed equation is derived through Lorentz transformation .

能量守恒和动量守恒出发,通过洛仑兹变换,推出了质量-速率关系式。

By using the theories of conservation of momentum,conservation of energy and hydrokinetics,a mathematical model for describing the relationship among the fluid parameters,the formation parameters and the vibrant operation parameters was established.The analytic solutions of one-dimensional and radial transfusion equation for compressive and single-phase fluid flow through the compressive formation were obtained.The effects of each parameter on the vibrant operation were also gotten.On the basis of the above results,the computation models were established.

应用动量守恒、能量守恒、流体动力学等基本原理,建立了地层参数、流体参数和振动作业参数之间相互耦合的数学模型,求出了单相微可压缩流体在可压缩地层中的平面一维和平面径向渗流方程的解析解,得到了各项参数与振动作业效果之间的关系,为振动采油的数值模拟提供了初始压力分布表达式。

Methods By using the theories of conservation of mass, of energy, Darcy's law and hydrokinetics, the mechanical model of oil layer fluid under the function of low frequency vibrated wave was studied. With the combination of indoor experiment and the numerical simulation, the effect of downhole low frequency vibration on oil viscosity, interfacial tension, capillary pressure, producing water cut and the rising velocity of it was studied quantitatively.

应用质量守恒定律、能量守恒定律、达西定律、流体动力学等基本原理研究了低频振动波作用下油层流体的数学模型,将室内实验和数值模拟技术相结合定量地研究了低频振动对原油私度、界面张力、毛管压力、产水率及产水率上升速度的影响。

P12 The find of Compton effect and the coherence of theoretical analysy and experimental result not only convincingly veified that the photon theory was right,but also veified that the conservation of energy and the law of conservation particles would similarly observe the law of conservation of energy and the law of conservation of momentum with vigour when they act on each other

康普顿效应的发现,以及理论分析和实验结果的一致,不仅有力地证实了光子学说的正确性,同时也证实了在微观粒子的相互作用过程中,同样严格地遵守能量守恒定律和动量守恒定律。

To investigate the characteristics of thermo-hydrodynamic lubrication with micropolar fluids, the energy equation for micropolar fluids is derived, based on the theory of micropolar fluids and the laws of conservation and conversion of energy.

为考察微极流体的热流体动力润滑特性,根据微极流体的基本理论和能量守恒与转换定律,推导了微极流体的能量方程;依据其润滑条件假设,得出了润滑条件下微极流体的能量方程的简化形式。

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