Geodesic
Asymptotic solution for the set of equations for high-efficiency chromatography (HEC) with multi-sorbent systems
Matematičeskoe modelirovanie, Tome 23 (2011) no. 8, pp. 3-18.

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A method is proposed for asymptotic evaluation of the solution for the set of multi-phase HEC linear equations with variable conditions. Capabilities of the method are illustrated by calculating the position and dispersion of the sample peaks in the gradient liquid chromatography and gas chromatography with variable oven.
Mots-clés : gradient, multi-sorbent
Keywords: high-performance chromatography, asymptotic evaluation, system of transport equations. 
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A. G. Prudkovskii. Asymptotic solution for the set of equations for high-efficiency chromatography (HEC) with multi-sorbent systems. Matematičeskoe modelirovanie, Tome 23 (2011) no. 8, pp. 3-18. http://geodesic.mathdoc.fr/item/MM_2011_23_8_a0/

[1] Lloyd R. Snyder, John W. Dolan, High-performance gradient elution (The practical application of the linear-solvent-strength model), Wiley and Sons, Inc., Hoboken, New Jersey, 2007

[2] Wiczling Pawe., Kaliszan Roman, “pH gradient as a tool for the separation of ionizable analytes in reversed-phase high-performance chromatography”, Anal. Chem., 82 (2010), 3692–3698 | DOI

[3] Prudkovskii A. G., “Shirina pika proby v gradientnoi ionnoi khromatografii”, Zhurn. analit. khimii, 63:2 (2008), 184–188

[4] Prudkovskii A. G., Dolgonosov A. M., Programma dlya modelirovaniya ionnoi khromatografii IONCHROM, Rospatent: svid. No 2000610520(RF), vyd.19.06.2000

[5] Dolgonosov A. M., Prudkovskii A. G., Kolotilina N. K., “Pryamaya i obratnaya zadachi modelirovaniya gradientnoi ionnoi khromatografii”, Zhurn. analit. khimii, 62:11 (2007), 1162–1171

[6] Dautov A. S., Khamizov R. Kh., Tikhonov N. A., “Matematicheskoe modelirovanie khromatograficheskogo protsessa razdeleniya izotopov na smesi dvukh sorbentov”, Sorbtsionnye i khromatograficheskie protsessy, 2:1 (2002), 83–93 | MR

[7] Dautov A. S., Khamizov R. Kh., Tikhonov N. A., “Matematicheskoe modelirovanie protsessa razdeleniya izotopov na smesi dvukh sorbentov. Sluchai dvukh kationitov”, Sorbtsionnye i khromatograficheskie protsessy, 2:5 (2002), 497–513

[8] Ivanov A. V., Vakshtein M. S., Khasanova E. M., “Sposob formirovaniya vnutrennikh gradientov pH v khromatograficheskoi kolonke s karboksilnym kationoobmennikom”, Zhurn. fizich. khimii, 77:12 (2003), 2241–2245

[9] Dolgonosov A. M., Senyavin M. M., Voloschik I. N., Ionnyi obmen i ionnaya khromatografiya, Nauka, M., 1993, 222 pp.

[10] Prudkovskii A. G., “Teoreticheskoe opisanie gradientnoi vysokoeffektivnoi khromatografii na osnove metoda statisticheskikh momentov”, Sorbtsionnye i khromatograficheskie protsessy, 11:3 (2011), 323–334