ideal gas

Pressure in gas region is solved by modified state equation of ideal gas.

根据用压缩因子修正的理想气体状态方程,求解出容器内的压力变化规律.

It makes the thermodynamic functions of an ideal quantum gas may be expressed in a unified compact form, and the physical connotation of the thermal wavelength is revealed further.

由此可使理想量子气体的热力学函数表示成统一的简洁形式，并进一步揭示了热波长的物理内涵。

At sufficiently high temperature and low pressure this ratio approaches the value R for ideal gas.

在足够高的温度和足够低的压力下,这个比值趋于理想气体的R值.

A thermodynamic equilibrium equation is set up for ideal gas-solid adsorption.

本文导出了描述理想气固吸附平衡的热力方程。

However, the ideal-gas scale still depends on the limiting properties of gases.

然而, 理想气体温标还和气体的极限性质有关.

Gravitational Field in the Ideal Gas Thermal Cycling and the Potential Energy into Heat

重力场中理想气体的位能热循环及热功转化

Assume that atmosphere is made of diatom ideal gas in adiabatic equilibrium.

大气可看成绝热平衡下的双原子理想气体.

Strange quark matter ( SQM ) can be described as an ideal gas of quasi-particles with effective masses.

奇异物质可以看作是由有着有效质量的准粒子所组成的理想气体.

Soon the ideal gas law was formulated.

很快理想气体定律用公式表示了.

Van der Waals equation of non-ideal gas is obtained by using quantum statistical method.

用量子统计的方法得到非理想气体的范德瓦尔斯方程.

Kinetic Gas Theory-Ideal Gas Law-Isothermal Atmosphere-Phase Diagrams-Phase Transitions.

气体动力论 - 理想气体定理-大气等温线 - 相图 - 相变.

This equation is known as the ideal gas law.

这个等式被叫做理想气体定律.

A General Demonstration for the Thermodynamic properties of a Quantum Ideal Gas

量子理想气体热力学性质的普遍性讨论

At the macroscopic level, an ideal gas is defined by a process of extrapolation.

从宏观角度看, 理想气体的定义是由推论而得来的.

According to thermodynamic principle, this thesis reconsiders the equilibrium constant of ideal gas reaction.

本文依据热力学原理, 重新审议了理想气体的化学平衡常数.

But this hot m é lange acts like a liquid, not the ideal gas theorists had anticipated.

不过这团灼热混合物的行为却像是液体, 而不是物理学家原先预料的理想气体.

And the temperature scale that turns out to be well-defined and ends up giving us the concept of an absolute zero is the ideal gas thermometer.

比如理想气体温标，它有精确的定义，并能引出绝对零度的概念，今天我们就先来谈谈它。