Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree
This article theoretically evaluates the biases introduced into the distributions of molar masses (MMD) and the number of long chain branches per molecule (LCBD), when randomly-branched polymers are analyzed by size exclusion chromatography (SEC) with molar mass-sensitive detectors. The MMD of a po...
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Acceso en línea: | http://hdl.handle.net/20.500.12272/3108 |
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I68-R174-20.500.12272-31082023-06-28T22:53:53Z Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree Vega, Jorge Rubén Clementi, Luis Alberto Meira, Gregorio Randomly-Branched Polymers Distribution of 5 Molar Mass Branching Degreea This article theoretically evaluates the biases introduced into the distributions of molar masses (MMD) and the number of long chain branches per molecule (LCBD), when randomly-branched polymers are analyzed by size exclusion chromatography (SEC) with molar mass-sensitive detectors. The MMD of a polymer with tetrafunctional branch units has been calculated with the Stockmayer equation (1943); and an ideal SEC analysis has been simulated that assumes u-solvent, perfect measurements, and perfect fractionation by hydrodynamic volume except for a minor mixing in the detector cells. In ideal SEC, a negligible bias is introduced into the MMD, with the local dispersity exhibiting a maximum of 1.0035 at the high molar masses. This result is consistent with previous theoretical investigations, but differs qualitatively from experimental observationsofpolymerscontainingshort-andlong-chain branches. When including band broadening in the columns while still assuming perfect measurements, the MMDremainsessentiallyunbiased.Incontrast,poorMMD estimates are obtained when the chromatograms are contaminated with additive noise. Only qualitative estimates of the LCBD are possible, due to theoretical limitations combined with propagation of errors in a highly nonlinear calculation procedure. Fil: Vega, Jorge Rubén. Universidad Tecnológica Nacional. Facultad Regional Santa Fe Fil: Clementi, Luis Alberto. Universidad Tecnológica Nacional. Facultad Regional Santa Fe. CONICET. Argentina Fil: Meira, Gregorio. CONICET. Argentina Peer Reviewed 2018-09-11T20:06:33Z 2018-09-11T20:06:33Z 2013 info:eu-repo/semantics/article info:eu-repo/semantics/acceptedVersion info:ar-repo/semantics/artículo Randomly-Branched Polymers by Size Exclusion Chromatography with Triple Detection: Computer Simulation Study for Estimating Errors in the Distribution of Molar Mass and Branching Degree / Macromol. Theor and Simul http://hdl.handle.net/20.500.12272/3108 eng Tecnicas numéricas de estimación y optimización: aplicaciones en problemas de nanotecnología y de energía eléctrica - Código: 25/0147 info:eu-repo/semantics/openAccess http://creativecommons.org/licenses/by-nc-sa/4.0/ Condiciones de Uso desde su aprobación Atribución-NoComercial-CompartirIgual 4.0 Internacional application/pdf |
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Universidad Tecnológica Nacional |
institution_str |
I-68 |
repository_str |
R-174 |
collection |
RIA - Repositorio Institucional Abierto (UTN) |
language |
Inglés |
topic |
Randomly-Branched Polymers Distribution of 5 Molar Mass Branching Degreea |
spellingShingle |
Randomly-Branched Polymers Distribution of 5 Molar Mass Branching Degreea Vega, Jorge Rubén Clementi, Luis Alberto Meira, Gregorio Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree |
topic_facet |
Randomly-Branched Polymers Distribution of 5 Molar Mass Branching Degreea |
description |
This article theoretically evaluates the biases introduced into the distributions of molar masses (MMD) and the number of long chain branches per molecule (LCBD), when randomly-branched polymers are analyzed by size exclusion chromatography (SEC) with molar mass-sensitive detectors. The MMD of a polymer with tetrafunctional branch units has been calculated with the Stockmayer equation (1943); and an ideal SEC analysis has been simulated that assumes u-solvent, perfect measurements, and perfect fractionation by hydrodynamic volume except for a minor mixing in the detector cells. In ideal SEC, a negligible bias is introduced into the MMD, with the local dispersity exhibiting a maximum of 1.0035 at the high molar masses. This result is consistent with previous theoretical investigations, but differs qualitatively from experimental observationsofpolymerscontainingshort-andlong-chain branches. When including band broadening in the columns while still assuming perfect measurements, the MMDremainsessentiallyunbiased.Incontrast,poorMMD estimates are obtained when the chromatograms are contaminated with additive noise. Only qualitative estimates of the LCBD are possible, due to theoretical limitations combined with propagation of errors in a highly nonlinear calculation procedure. |
format |
Artículo acceptedVersion Artículo |
author |
Vega, Jorge Rubén Clementi, Luis Alberto Meira, Gregorio |
author_facet |
Vega, Jorge Rubén Clementi, Luis Alberto Meira, Gregorio |
author_sort |
Vega, Jorge Rubén |
title |
Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree |
title_short |
Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree |
title_full |
Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree |
title_fullStr |
Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree |
title_full_unstemmed |
Randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree |
title_sort |
randomly-branched polymers by size exclusion chromatography with triple detection : computer simulation study for estimating errors in the distribution of molar mass and branching degree |
publishDate |
2018 |
url |
http://hdl.handle.net/20.500.12272/3108 |
work_keys_str_mv |
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_version_ |
1770623467009343488 |