这规律似乎遵循着基本热动力学定律，适用于整个已知的宇宙。
The pattern appears to follow basic thermodynamic laws, applicable throughout the known universe.
我们基于第二定律的简单表述用最优控制理论作为建立情感动力学模型的新方法。
Building on a simple version of the second law we use optimal control theory as a novel approach to model sentimental dynamics.
按照牛顿第二定律，在离心模拟中的加速度是连接运动学与动力学的重要因素。
The acceleration is a critical factor in centrifuge modelling because it links kinematics to dynamics through Newton second law.
提出了经典热力连续统力学的新的热静力学和热动力学的第一和第二基本定律。
Further, new fundamental first and second laws of thermostatics and thermodynamics for continuum mechanics are presented.
惟有两类定律同时应用，才能解答一动力学问题。
Only by the simultaneous application of both laws may a dynamic problem be solved.
其次以典型三惯量机电位置伺服系统为研究对象，根据系统的物理定律建立了伺服系统的动力学模型。
Next take the typical three-inertia Electrical position servo system as the research object, according to the system physical law set up a dynamic model of servo system.
雪崩的大小、面积和时间分布均满足幂次定律，但是不同相称度下的动力学指数不相等。
The probability distributions of the size, the area and the time of avalanches all follow the power law, but the dynamic exponent varies with the degree of assortativity.
根据相关力学定律和公式，合理地确定了各种参数，建立了齿轮啮合转子系统DEM动力学模型。
According to relevant mechanics laws, formulas and various parameters of the rotor system identified reasonably, the DEM dynamics models of gear meshing rotor system were established.
本文在牛顿第二定律和压力动力学基础上建立了单气门系统的数学模型。
The math model of a single valve system is established on the basis of Newton's second law of motion and pressure dynamics.
提出动力学系统守恒定律构成的一般途径。
To present a general approach to the construction of conservation laws for the dynamical system.
从陈子定理可以推导出质点动力学的基本定理，包括牛顿运动三定律，动能定理，质心运动定理。
It is found that basic dynamic equations can be derived from the Chenzi theorem, including three Newton's laws of motion, kinetic energy theorem, the law of motion of the center of mass.
本文讨论了两体关联动力学及其若干种等级截断中的守恒定律。
The conservation laws under physical hierarchy - truncation in Two-Body Correlation Dynamics (TBCD) are discussed.
本文基于流体动力学不稳定性和热不稳定性理论，对液化天然气贮存非稳性进行了理论分析，并用热力学第二定律进行了物理解释。
Based on the hydrodynamic instability and thermal instability theory, this paper theoretically analyses the instability of LNG under storage condition.
介绍了在非惯性系中建立动力学方程的方法，惯性系中拉格朗日方程在非惯性系中的转换形式，以及非惯性系中的能量定理和能量守恒定律的应用等研究成果。
Recent trends in the Lagrange equation's conversion and form from inertial system to non-inertial system, the application of energy theorem, energy conservation law, etc. are introduced.
本文基于热力学第二定律和泥沙运动力学的相关理论，探讨了形成这一特殊现象的内在机理。
Based on the second thermodynamic law and theory of sediment transport, this paper explores the intrinsic mechanism for this phenomenon.
研究表明广义欧姆定律中的非电阻项对于磁场重联动力学具有重要影响。
Recent research has indicated that the non-resistivity terms in the generalized Ohm's law have important effects on the reconnection dynamics.
研究表明广义欧姆定律中的非电阻项对于磁场重联动力学具有重要影响。
Recent research has indicated that the non-resistivity terms in the generalized Ohm's law have important effects on the reconnection dynamics.
应用推荐