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USE OF THE WRONSKIAN DETERMINANT IN THE STUDY OF MULTICOMPONENT SYSTEMS
作者姓名:S.P.KOINIS  A.T.TSATSAS  D.F.KATAKIS
作者单位:Department of Chemistry Inorganic Chemistry Laboratory,University of Athens,Panepistimiopolis,Kouponia 15705 Athens,Greece,Department of Chemistry,Inorganic Chemistry Laboratory,University of Athens,Panepistimiopolis,Kouponia 15705 Athens,Greece,Department of Chemistry,Inorganic Chemistry Laboratory,University of Athens,Panepistimiopolis,Kouponia 15705 Athens,Greece
摘    要:The Problem of studying eomPlex multicomPonent systems without seParation of theeomPonents 15 well known.Generally,the situation arises whenever interaetions betweeneomPonents are essential in determining the funetion of the system,notably in biochemiealsystems and in eatalysis.In eases sueh as these,the ultimate aim 15 to deduee the role of eaehof the eomPonents as well as the interaetions between them by


USE OF THE WRONSKIAN DETERMINANT IN THE STUDY OF MULTICOMPONENT SYSTEMS
S.P.KOINIS,A.T.TSATSAS,D.F.KATAKIS.USE OF THE WRONSKIAN DETERMINANT IN THE STUDY OF MULTICOMPONENT SYSTEMS[J].Journal of Geographical Sciences,1991(1).
Authors:SPKOINIS AT  TSATSAS DFKATAKIS
Institution:S.P.KOINIS A.T,TSATSAS D.F.KATAKIS~ Department of Chemistry,Inorganic Chemistry Laboratory,University of Athens,Panepistimiopolis,Kouponia Athens.Greece
Abstract:The use of Wronskian determinants in the study of multicomponent systems is proposed.The general theory is presented and applied to the spectrophotometric determination of the number of linearly independent components-absorbers.A detailed study of a two-component system is presented and analysed,Numerical methods for smoothing and differentiation of digitized spectra via cubic splines are used.
Keywords:Wronskian determinant  Multicomponent systems  Derivative spectroscopy  Spline functions
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