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Tian Yongguang (Second Pesticide Factory, Lianyungang)
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田永广
Abstract: On the basis of the generalized cubic equation of state proposed by Abbott, the author put forward a two parameter cubic equation of state which is universally suitable for fluids.Within the range of Pr = 0-30, and T = 0.5-15,when the new equation of state was tested on 400 data points, 90.5% of the points has an error of less than 4%.Comparea to other two-parameter equations of state, the new equation has the advantage of accuracy and simplicity.
摘要: 在确定M M.Abbott三阶方程一般式最佳T_c等温线的基础上,提出了一个新的二参数三阶状态方程.在p_r=0—30、T_r=0.5—15之间,方程用于符合或近似符合普遍化压缩因子图表的流体,其误差一般均小于4%.同其它二参数三阶方程相比,本方程能获得更高的精度,同时也具备简便的特点.
Tian Yongguang (Second Pesticide Factory, Lianyungang). A Two-Parameter Cubic Equation of State[J]. .
田永广. 二参数三阶状态方程 [J]. CIESC Journal.
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https://hgxb.cip.com.cn/EN/Y1987/V38/I1/93