摘要
在讨论影响溶质保留行为因素的基础上,建立了描述同系物保留值收敛现象的一般模型,对12种同系物(共38组数据)在6种不同组成的二元流动相和8种固定相中的保留值进行了回归分析,相关系数r≥0.974,标准偏差SD≤0.05.绘制了这些同系物的三维保留图形及投影图,并据此对同系物收敛现象及其物理意义进行了讨论,建立了计算收敛点坐标的简便方法.
A general model was established to describe the convergent phenomenon of ho-mologous series on the basis of discussion about the factors affecting solute retention be-haviour. The regression analysis for 12 kinds of homologous series(38 groups of data) was completed in six different mobile phases and on eight stationary phases,respectively.The results indicate that the correlation coefficient r≥0.974, standard deviation SD≥0.05. The surface and the projection of these homologous series' retention values have been drawn in three and two dimension,respectively.Convergent phenomenon and its meaning are also dis-cussed based on these graphs. A simple method for calculating the convergent point coordi-nates is derived by using the first partial derivative.
出处
《高等学校化学学报》
SCIE
EI
CAS
CSCD
北大核心
1997年第8期1265-1270,共6页
Chemical Journal of Chinese Universities
基金
国家自然科学基金
关键词
高效液相色谱
同系物
保留值
收敛
回归分析
High-performance liquid-phase chromatography, Homologous series, Retention value, Convergence