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A If two differentials d s and dX are zero, then dX ' has to be zero too. Since d s = 0, we have s = constant, the it is a reversible adiabatic process →.

对於一个系统有两个以上的独立变数时,由於热力学第二定律,及温度是不同状态方程式中共用的变数,所以也是可积分的。

Grasp and understand terminologies and concepts of Engineering Thermodynamics, such as thermodynamic system, state property, equilibrium state, state properties diagram, equation of state, quasi-static process and reversible process, etc.

理解和掌握工程热力学中的一些术语和概念:热力学系统、状态参数、平衡状态、状态参数坐标图、状态方程式、准静态过程、可逆过程等。

Basic contents: equilibrium state, state properties diagram, state postulate, equation of state, quasi-static process and reversible process, etc.

基本内容:平衡状态,状态公理与状态方程式,准静态过程和可逆过程,热力过程、热量和功量,热力循环等

Besides the previous research finding, the ideal gas equation and ideal gas, fluid dynamics and thermal dynamics were also included in the derivation of the equation of state of the detonation Wave.

目前国内可量测爆震波速度的仪器并不普遍,因此爆震波速度值得之不易,想利用爆震波速度来探讨爆破震动的特性更是难上加难,本文将依据理想气体方程式、流体动力学、热力学、理想气体多变定律和相关的经验公式,结合冲击波和爆震波传递时质量、能量和动量守恒的理论,推导爆震波的状态方程式,并藉由爆震波的状态方程式了解爆震波的特性及其应用。

Understand and application of EOS of Ideal Gas

掌握并正确应用理想气体状态方程式

Basic contents: Equation of State, application of EOS, specific heat of ideal gas

基本内容:理想气体状态方程式及其应用,比热容的概念,定值比热,平均比热的定义及计算

Because of the nonuniqueness in the positional solution, it's not easy to test the performance of the coordinated control system. So the model of NN was built to convert the vector of the length of 6 jars into the vector of the position of the motion deck. It's fast and accurate for the lengthwise direction. The state space system model of the six degree freedom motion simulator was built by the equations of electrodraulic servo mechanism and the multi-body dynamics equation of the six degree freedom motion simulator,the vector of the length of 6 jars was the control variable.

本文结合六自由度运动模拟器的多体动力学方程和电液伺服驱动机构的特性,经简化得出了具有实际意义的六自由度运动模拟器整体系统的状态空间方程式,通过分析该系统的稳定条件和能控性,采用状态反馈对系统的状态方程式进行合理配置,从而建立了以运动模拟器杆长向量为控制变量的运动模拟器整体控制系统,并将该控制系统输出的杆长向量转换为位置向量。

Linear and Nonlinear Circuit, McGraw-Hill, 2000

了解非线性状态方程式之控制方法。

Sievert's law is used for hydrogen permeation and modified Soave-Redlish-Kwang equation of state is adopted to calculate the fugacity coefficients for methanol and water to account for the non-ideality at high pressure.

Sievert's定律用来解释氢气的渗透,而采用Soave-Redlish-Kwang状态方程式去估计甲醇与水在高压下之非理想状态之逸压系数。

Further, relied on the analysis of dynamics of the system, a mathematical model structure with some unknown physical parameters was derived and a state space equation was approximated by using linearize method and state variable technique.

通过系统的动力学分析,推导了一个含有某些待定参数的数学模型结构,并应用线性化和状态变量技术求得了系统的状态方程式

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