1、

Abstract: Using compensate factor constrictive coefficient to revise perfect gas equation and calculate the measure of natural gas's standard volume, working's status compensate factor can make out similar calculate change by R-K equation.

采用具有补偿因子压缩系数修正的理想气体状态方程,实现对天然气标方计量的计算.工况状态压缩系数的计算由R-K方程近似计算迭代求出,计算误差为0.1%。

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2、

the discussion on the calculation of fugacity on the basis of gas equation

从气态方程讨论逸度的计算

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3、

application of the ideal-gas equation

理想气体方程式应用

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4、

methods according to the gas equation, pressure calculation was performed with the pressure variation as the monitoring subject.

方法:根据气体状态方程,以压力变化为监测对象进行参数计算。

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5、

On the Inconsequence of the Formulae of the Flow Conductance in Physics of Vacuum ─ And on the Unsuitability of the ideal gas equation for the steady flow of viscous gas

论真空物理中流导公式的错误及其原因&兼论气体状态方程不适用于定常粘性流气体

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6、

The gas which meets the ideal gas equation absolutely will be bound to meet Joule's law.

绝对满足理想气体状态方程的气体一定满足焦耳定律。

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7、

And according to the law of conservation of mass and energy, the ideal gas equation of state and the propeller works to establish a mathematical model of ship propulsion systems.

并根据质量和能量守恒定律及理想气体状态方程以及螺旋桨工作原理建立了船舶推进系统的数学模型。

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8、

the comparison of thermo-physical property between real gas and ideal gas equation under low temperature

低温下实际与理想气体状态方程的热物性比较

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9、

discussion on the ideal gas equation and joule's law

关于理想气体状态方程和焦耳定律

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10、

Through mathematical statistics, the regression equations of relationship among burial depth, effective burial depth, thickness of coal seams and gas content has been gained and the test of significance on the equation was done.

通过数理统计的方法,得出了埋深、有效埋藏深度以及煤厚与煤层含气量的回归方程,并对回归方程进行了显著性检验。

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11、

The relevant equation on CTST was attained among liquid holdup, clear liquid height and gas kinetic energy factor in tray hole.

把板孔动能因子、板上清液层高度对空间持液量的影响进行关联,用关联结果可以根据操作条件估算实际塔板的空间持液量。

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12、

The determination of throttle coefficient of high-pressure natural gas in adiabatic throttle process is discussed, and the average throttle coefficient can be calculated by the enthalpy-pressure chart and equal enthalpy equation.

讨论了高压天然气绝热节流过程中节流系数的确定。任意状态下的节流系数可利用计算式确定,平均节流系数可利用天然气的焓-压图和等焓计算式确定。

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13、

The relationships between elastic properties and gas hydrate/ free gas concentration are presented based on the models of weighted time average wood's equation, seismic wave propagation in three phases effective medium and elastic modulus.

基于时间平均-Wood加权方程、三相介质波传播理论模型和弹性模量模型,计算并阐述含天然气水合物岩石弹性参数与水合物饱和度、含游离气岩石弹性参数与游离气饱和度的关系;

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14、

Or, if we know the equation of state from a model, ideal gas, van der Waal's gas, whatever, u now we can determine u.

或者如果我们知道模型的状态方程,比如理想气体,范德瓦尔斯气体,无论什么,我们就可以利用状态方程得到内能。

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15、

The numerical results were obtained in a table by solving the combined equation of transmission line impedance transfer equation and terminal input impedance expression in gas capacitance.

通过解传输线阻抗转移公式和终端输入阻抗的气隙电容表达式的联立方程得出了数值结果。

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16、

Using a more general equation of heat balance about the temperature sensitive element, the equation is obtained of instantaneous gas temperature and wall temperature in the case of the third boundary condition of heat transfer.

从感温元件热平衡更一般的表达式出发,导得了第三类边界条件中燃气的瞬态温度和壁面的瞬态温度的表达式。

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17、

By way of the chemical thermodynamic state function and based on the Van Der Waals' gas state equation and the relational expression of specific heat at constant pressure, the relational expression of specific heat of real gas at constant volume in the oxygen bomb is inferred.

采用化学热力学状态函数法,根据真实气体范德华状态方程式和气体恒压比热关系式,导出了氧弹内真实气体的恒容比热关系式。

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18、

According to the gas diffusion theory the mechanism of thermal aging of the polyurethane is analysed and an equation for calculating the apparent thermal conductivity of the foam material is derived.

利用气体分子扩散理论,分析了泡沫塑料导热系数随时间变化的机理,导出了一个泡沫材料导热系数的计算公式。

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19、

The equation of state and thermodynamic properties of gas at high temperatures and pressures

高温高压气体的状态方程与热力学性质

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20、

Furthermore, the energy equation of the gas film was derived with the introduction of boundary conditions of the temperature-jump in the paper.

同时引入温度阶跃边界条件并推导出气膜的能量微分方程。

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