Dead time determination and its influence to retention index in GC system using polar capillary column
DOI : DOI: 10.14499/indonesianjpharm0iss0pp257-264
Date : 1 July 2011
In this research for the determination of dead timeused a method that is mathematically calculated as iteration and linearization of the polar capillarry columnÃÂ inÃÂ GasÃÂ ChromatographyÃÂ (GC)ÃÂ typeÃÂ DN-Wax,ÃÂ byÃÂ injectingÃÂ theÃÂ homologous seriesÃÂ ofÃÂ n-alkanesÃÂ (n-pentaneÃÂ upÃÂ toÃÂ n-decane)ÃÂ onÃÂ GCÃÂ system.ÃÂ TheÃÂ deadÃÂ time valuesÃÂ obtainedÃÂ areÃÂ thenÃÂ usedÃÂ toÃÂ determineÃÂ theÃÂ KovatsÃÂ RetentionÃÂ Index (RetentionÃÂ Index,ÃÂ RI).ÃÂ TheÃÂ results indicated that theÃÂ retention indexÃÂ hadÃÂ values ofÃÂ systematicÃÂ errorÃÂ thoseÃÂ areÃÂ moreÃÂ accurateÃÂ thanÃÂ the ÃÂ retentionÃÂ timeÃÂ (tR), corrected retention time (tR') and retention factor(k'), but the retention index showsÃÂ theÃÂ valueÃÂ ofÃÂ randomÃÂ errorÃÂ slightlyÃÂ largerÃÂ thanÃÂ withÃÂ otherÃÂ retention parameters. In this studyÃÂ the average values obtained by the iteration method, theÃÂ deadÃÂ timeÃÂ wasÃÂ 3.52ÃÂ minutesÃÂ withÃÂ aÃÂ correlationÃÂ coefficientÃÂ ofÃÂ 0.9998.RetentionÃÂ indexÃÂ valuesÃÂ obtainedÃÂ areÃÂ atÃÂ theÃÂ confidenceÃÂ levelÃÂ 92.11%-97.06% with the systematic errors 2.04%-7.89%, while the linearization method showed the average value of the dead time 3.3 minutes witha correlation coefficient of 0.9992,ÃÂ butÃÂ theÃÂ valueÃÂ ofÃÂ retentionÃÂ indexÃÂ valuesÃÂ obtainedÃÂ showÃÂ thatÃÂ the systematic error is very large.Key words:Dead time, Retention Index, Homologous Series, GC