New PDF release: Liquid Chromatography: Fundamentals and Instrumentation

By Salvatore Fanali, Paul R. Haddad, Colin Poole, David K. Lloyd

ISBN-10: 0124158072

ISBN-13: 9780124158078

A unmarried resource of authoritative info on all features of the perform of contemporary liquid chromatography compatible for complex scholars and pros operating in a laboratory or managerial capacity

  • Chapters written via authoritative and visionary specialists within the box supply an summary and centred therapy of a unmarried topic
  • Comprehensive assurance of contemporary liquid chromatography from conception, to tools, to chose applications
  • Thorough chosen references and tables with time-honored facts to facilitate study, functional paintings, comparability of effects, and choice making
  • Extensive unique tables and figures, putting fresh examine advancements right into a normal context
  • Worked examples, intuitive motives, and transparent figures strengthen learning

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Additional resources for Liquid Chromatography: Fundamentals and Instrumentation

Sample text

KINETIC THEORIES OF LIQUID CHROMATOGRAPHY interaction-rate constants. This model can be used to model overloaded chromatographic peaks, when the kinetics of adsorption and desorption is extremely slow, such as in affinity chromatography [21]. The kinetics of biological interactions have also been examined by fitting profiles generated when using affinity chromatography. Many of the studies used for this purpose are based on the Thomas model, which gives an apparent rate constant for analyte binding to the stationary phase, in which it is assumed that analyte adsorption is described by second-order Langmuir kinetics based on homogeneous interaction at a single type of binding site.

Stochastic models for chromatography. J Chem Phys 1969;51:3886. [39] Gut A, Ahlberg P. On the theory of chromatography based upon renewal theory and a central limit-theorem for randomly indexed partial-sums of random-variables. Chemica Scripta 1981;18:248. [40] Dondi F, Cavazzini A, Martin M. Correspondence between chromatography, single-molecule dynamics, and equilibrium: a stochastic approach. Adv Chromatogr 2005; 43:179. K. Unger *, S. Lamotte y, E. 1. 2. 1. 2. 3. 3. 1. 2. 3. 4. 1. 2. 3. 4. 5.

Anal Chem 2002;74:6269e78. [37] Beynon JH, Clough S, Crooks DA, Lester GR. A theory of the gas-liquid chromatographic process. Trans Faraday Soc 1958;54:705e14. [38] Oxtoby JC. Stochastic models for chromatography. J Chem Phys 1969;51:3886. [39] Gut A, Ahlberg P. On the theory of chromatography based upon renewal theory and a central limit-theorem for randomly indexed partial-sums of random-variables. Chemica Scripta 1981;18:248. [40] Dondi F, Cavazzini A, Martin M. Correspondence between chromatography, single-molecule dynamics, and equilibrium: a stochastic approach.

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Liquid Chromatography: Fundamentals and Instrumentation by Salvatore Fanali, Paul R. Haddad, Colin Poole, David K. Lloyd


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