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mass conservation equation meaning in Chinese

质量守恒方程

Examples

  1. Derivation and solutions to the differential form of mass conservation equations
    质量守恒微分方程的推导解析和解答。
  2. Mass conservation equation
    质量守恒方程
  3. The universal principle of mass conservation is introduced into porous media fluid mechanics followed by obtaining the general form of the mass conservation equation which used for oil - gas or oil - water percolation and media - deformed rocks is verified
    摘要将普遍的守恒原理引入了多孔介质流体力学中,得到了质量守恒方程的一般表达式,并用油气、油水两相渗流和变形介质中岩石固相的质量守恒方程进行验证。
  4. In the studying of the dielectric recovery mechanism , the dielectric process of high - power repetitive gas switches was analyzed theoretically , the conditions of full recovery of dielectric capability , and some qualitative results were obtained . then , a dynamic mathematical model of the dielectric recovery process was made , and a group of equations , including mass conservation equation , momentum conservation equation , energy conservation equation and state equation , were built . also , a mathematical model of the dielectric recovery process of a axially - blown gas spark gap , and a group of simplified hydromechanical equations were made
    在绝缘恢复机理研究中,首先对高功率重复气体火花开关绝缘恢复过程进行了理论分析,提出了开关绝缘强度完全恢复的判据,得到了一些定性结论;然后建立了一般吹气式气体火花开关绝缘恢复的动态数学模型,得到了包括质量守恒方程、动量守恒方程、能量守恒方程和状态方程等的一个完备方程组;建立了纵吹式气体开关绝缘恢复过程的数学模型,得到了一个简化流体力学方程组。
  5. In this paper , based on summarizing previous numerical studies on wave transformations , several works are documented : based on the mass conservation equation and euler ' s equation , the extended form of boussinesq equations is derived by using the velocity at an arbitrary water depth as the independent variable , and several terms are added into governing equations to model the effects of bottom friction , wave breaking and subgrid turbulent mixing
    本文在总结概述前人关于boussinesq方程波浪数学模型研究进展的基础上,主要做了以下几点工作:从质量守恒方程和euler方程出发,以某一水层处水平速度矢量作为独立变量,推导出包含底摩擦耗能、波浪破碎效应和子网格湍流效应的改进型boussinesq方程。

Related Words

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  13. mass conservation law
  14. mass conservation; conservation of mass
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