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An Empirical Formula of Mean Specific Heat Capacity of Ideal Gases

机译:理想气体的平均热容量的经验公式

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The method of formulation of tabular data of mean specific heat capacity of gases is discussed and an empirical formula to fit these data is given in this paper. A linear function of temperature is chosen as the formula to piecewise fit mean isobaric specific heat capacity data over a wide range of temperature. For seven gases including air, CO, CO_2, O_2, N_2, H_2O and SO_2, the coefficients of the formula are regressed by means of least square method in the range of temperature 0°C to 1200°C and listed. The whole temperature interval is divided into 3 subintervals: 0 - 300°C, 300 - 800°C and 800 -1200°C, and fitting is done in the subintervals. The average deviations of the calculated values of the formula and reference values of mean isobaric specific heat capacity are less than 0.3% for all the gases in the temperature range from 0 to 1200°C, except CO_2. For CO_2, only in the subinterval of 300°C to 800°C is the average deviation 0.36%, and in other subintervals the average deviations are less than 0.3%.
机译:讨论了配方的制定的气体的平均热容量的表格数据,并在本文中给出了拟合这些数据的经验公式。选择温度的线性函数作为分段拟合平均特定热容量的公式,在宽范围内的均衡特异性热容量数据。对于包括空气,CO,CO_2,O_2,N_2,H_2O和SO_2的七个气体,公式的系数通过最小二乘法在0℃至1200℃的范围内和列出的。整个温度间隔分为3个子壁:0 - 300°C,300-800°C和800 -1200°C,并且在子内完成配件。除Co_2之外,均匀的等异物特异性热容的公式和参考值的计算值的平均偏差小于0至1200℃的所有气体的0.3%。对于CO_2,仅在300℃至800°C的子间隔中仅为平均偏差0.36%,并且在其他子内偏差中平均偏差小于0.3%。

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