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particle mechanics
相关语句
  质点力学
     The Natural Coordinate System in Particle Mechanics
     质点力学中的自然坐标系
短句来源
     This paper describes the principle of optimized tubing string for water drainage-oil recovery technology. Using the basic gas equation,particle mechanics and breaking mechanics of liqrid drop,we derive a mathematical model for continuous water drainage of a gas well and draw the solution nomograph as well.
     本文论述了优选管柱排水采气工艺的基本原理,运用气体状态方程、质点力学和液滴破裂力学的基本公式,推导了气井优选管柱连续排液的数学模式,并编制了求解数学模式的诺模图。
短句来源
     This paper defined time,space,displacement,velocity,acceleration,and raised axiom of Galileo exchange, which is the basis of Axiom system in particle mechanics.
     本文定义了时间、空间、位移、速度、加速度等量,并提出伽利略速度变换公理,为质点力学公理体系建立了运动学基础。
短句来源
     The geometric optics is particle mechanics of massless photon,and the wave optics corresponds to wave mechanics of non-zero mass particle (non-relativistic Schrodinger equation).
     几何光学就是零质量光子的质点力学 ,而波动光学则对应非零质量粒子的波动力学 (非相对论的 Schr¨odinger方程 )。
短句来源
  “particle mechanics”译为未确定词的双语例句
     The Kinemaitcs Basis in Particle Mechanics
     质点力学的运动学基础
短句来源
     The System of Axiom in Particle Mechanics
     质点力学的公理化体系
短句来源
     Relativistic virtual particle mechanics is established on the basis of virtual particlemechanics. It is proved that relativistic virtual particle mechanics is equivalent to Klein-Gordon equation.
     在虚粒子力学基础上,进一步建立了相对论虚粒子力学,证明了相对论虚粒子力学与Klein-Gordon方程的等价性。
短句来源
     Relativistic virtual particle mechanics is a new equivalent theory ofrelativistic quantum mechanics.
     相对论虚粒子力学是相对论量子力学的另一种等价表述。
短句来源
     In the third part, we introduced the formation process of particle system, the Physically Based Modeling of particle system, the particle mechanics and the protraction of particle image.
     第三部分详细介绍了粒子系统的构造过程,粒子系统的物理模型,以及粒子运动力学和粒子图像绘制;
短句来源
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  相似匹配句对
     The System of Axiom in Particle Mechanics
     质点力学的公理化体系
短句来源
     The Kinemaitcs Basis in Particle Mechanics
     质点力学的运动学基础
短句来源
     particle irradiation.
     α粒子照射细胞诱发的基因突变存在旁效应;
短句来源
     On Linguistic Mechanics
     语言力学论
短句来源
     DNA MECHANICS
     DNA的力学问题
短句来源
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  particle mechanics
In this paper, the Newtonian universe including time and its arrow is defined with some precision, and the needed axioms are listed which yield Newton's flow of time a consequence, rather than ana priori assumption, of classical particle mechanics.
      
Some remarks about time in Newtonian particle mechanics
      
The solutions of dynamics problems are considered as trajectories in the configuration, event, state, and state-time spaces, and the effects of some axioms of particle mechanics on the geometry of these trajectories are examined.
      
A generalized Hamilton-Jacobi equation from particle mechanics emerges as an immediate consistency requirement.
      
Fixed past and uncertain future: A single-time covariant quantum particle mechanics
      
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A mathematical model for two-dimensional grain flow in a mixed flow dryer is developed from the dispersive particle mechanics, and is validated to be in agreement with the experimental results. The model can be used for investigation into the grain flow, and also for analysis and simulation of the drying process and a part of the dryer mode!.

根据散粒体力学原理,建立了混流干燥机内谷物二维流动的数学模型;设计了“气泡显示法”对主应力方向进行下测定,建立了主应力方向同流线方向的近似关系式,从而实现了数学模型的简化。针对数学模型的特点,建立了沿流线求解的差分格式及其求解方法。对模拟方法进行了实验验证,模拟结果用实验结果基本一致。本模拟方法可用于研究混流干燥机内谷物流动的一般规律,也可用于谷物干燥的模拟模型。

This paper describes the principle of optimized tubing string for water drainage-oil recovery technology.Using the basic gas equation,particle mechanics and breaking mechanics of liqrid drop,we derive a mathematical model for continuous water drainage of a gas well and draw the solution nomograph as well.The research achievements are of great significance in increasing the ultimate recovery ratio.

本文论述了优选管柱排水采气工艺的基本原理,运用气体状态方程、质点力学和液滴破裂力学的基本公式,推导了气井优选管柱连续排液的数学模式,并编制了求解数学模式的诺模图。本文研究成果对提高产水气田最终采收率有着重要的指导意义。

This paper defined time,space,displacement,velocity,acceleration,and raised axiom of Galileo exchange, which is the basis of Axiom system in particle mechanics.

本文定义了时间、空间、位移、速度、加速度等量,并提出伽利略速度变换公理,为质点力学公理体系建立了运动学基础。

 
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