摘要
以有机同系物结构重复单元数值连续变化为模型 ,获得了描述有机同系物表面张力递变规律的数学表达式 :σ=(a0 +a1n +a2 n2 ) / (1+b2 n2 ) ,其中a0 ,a1,a2 ,b2 均为常数 ,n为结构重复单元数值 ,σ为同系物的表面张力 .通过非线性回归分析 ,得到回归方程 .结果表明 ,各类有机同系物的表面张力与重复单元数值满足上述关系式 。
With the model that the number of repeating units of the homologous series varies successively, they were able to described as the following equations: σ=(a 0+a 1n+a 2n 2)/(1+b 2n 2) ,where a 0,a 1,a 2,b 2 all refer to the constants, n to the number of repeating units , σ to the surface tensions of homologous organic compounds series. Significant correlation was found between the surface tension of homologous organic compounds series and their number of repeating units in this models.
出处
《分子科学学报》
CAS
CSCD
2001年第3期166-169,共4页
Journal of Molecular Science