Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers

Jennings, D. E. ; Kuznetsov, Yu. A. ; Timoshenko, E. G. ; Dawson, K. A.

College Park, Md. : American Institute of Physics (AIP)
Published 1998
ISSN:
1089-7690
Source:
AIP Digital Archive
Topics:
Physics
Chemistry and Pharmacology
Notes:
We present a lattice model of amphiphile, solvent and polymer. The model is simulated in a hybrid Monte Carlo scheme using the grand canonical ensemble for solvent and amphiphile, and the canonical ensemble for the polymer. The model has been studied for a limited range of parameters, albeit consistent with the most elementary properties of surfactants and polymer. However, despite this apparently very simple set of microscopic interactions, a number of concentration-dependent effective interactions emerge, and cause conformational transitions of the polymer. We examine surfactant-polymer binding curves to relate these conformational changes of the polymer to binding. We have established the viability of using Monte Carlo simulations to study solutions of amphiphile, polymer and solvent. © 1998 American Institute of Physics.
Type of Medium:
Electronic Resource
URL:
_version_ 1798289772692635648
autor Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
autorsonst Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
book_url http://dx.doi.org/10.1063/1.475541
datenlieferant nat_lic_papers
hauptsatz hsatz_simple
identnr NLZ219075808
issn 1089-7690
journal_name The Journal of Chemical Physics
materialart 1
notes We present a lattice model of amphiphile, solvent and polymer. The model is simulated in a hybrid Monte Carlo scheme using the grand canonical ensemble for solvent and amphiphile, and the canonical ensemble for the polymer. The model has been studied for a limited range of parameters, albeit consistent with the most elementary properties of surfactants and polymer. However, despite this apparently very simple set of microscopic interactions, a number of concentration-dependent effective interactions emerge, and cause conformational transitions of the polymer. We examine surfactant-polymer binding curves to relate these conformational changes of the polymer to binding. We have established the viability of using Monte Carlo simulations to study solutions of amphiphile, polymer and solvent. © 1998 American Institute of Physics.
package_name American Institute of Physics (AIP)
publikationsjahr_anzeige 1998
publikationsjahr_facette 1998
publikationsjahr_intervall 8004:1995-1999
publikationsjahr_sort 1998
publikationsort College Park, Md.
publisher American Institute of Physics (AIP)
reference 108 (1998), S. 1702-1709
search_space articles
shingle_author_1 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
shingle_author_2 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
shingle_author_3 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
shingle_author_4 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
shingle_catch_all_1 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
We present a lattice model of amphiphile, solvent and polymer. The model is simulated in a hybrid Monte Carlo scheme using the grand canonical ensemble for solvent and amphiphile, and the canonical ensemble for the polymer. The model has been studied for a limited range of parameters, albeit consistent with the most elementary properties of surfactants and polymer. However, despite this apparently very simple set of microscopic interactions, a number of concentration-dependent effective interactions emerge, and cause conformational transitions of the polymer. We examine surfactant-polymer binding curves to relate these conformational changes of the polymer to binding. We have established the viability of using Monte Carlo simulations to study solutions of amphiphile, polymer and solvent. © 1998 American Institute of Physics.
1089-7690
10897690
American Institute of Physics (AIP)
shingle_catch_all_2 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
We present a lattice model of amphiphile, solvent and polymer. The model is simulated in a hybrid Monte Carlo scheme using the grand canonical ensemble for solvent and amphiphile, and the canonical ensemble for the polymer. The model has been studied for a limited range of parameters, albeit consistent with the most elementary properties of surfactants and polymer. However, despite this apparently very simple set of microscopic interactions, a number of concentration-dependent effective interactions emerge, and cause conformational transitions of the polymer. We examine surfactant-polymer binding curves to relate these conformational changes of the polymer to binding. We have established the viability of using Monte Carlo simulations to study solutions of amphiphile, polymer and solvent. © 1998 American Institute of Physics.
1089-7690
10897690
American Institute of Physics (AIP)
shingle_catch_all_3 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
We present a lattice model of amphiphile, solvent and polymer. The model is simulated in a hybrid Monte Carlo scheme using the grand canonical ensemble for solvent and amphiphile, and the canonical ensemble for the polymer. The model has been studied for a limited range of parameters, albeit consistent with the most elementary properties of surfactants and polymer. However, despite this apparently very simple set of microscopic interactions, a number of concentration-dependent effective interactions emerge, and cause conformational transitions of the polymer. We examine surfactant-polymer binding curves to relate these conformational changes of the polymer to binding. We have established the viability of using Monte Carlo simulations to study solutions of amphiphile, polymer and solvent. © 1998 American Institute of Physics.
1089-7690
10897690
American Institute of Physics (AIP)
shingle_catch_all_4 Jennings, D. E.
Kuznetsov, Yu. A.
Timoshenko, E. G.
Dawson, K. A.
Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
We present a lattice model of amphiphile, solvent and polymer. The model is simulated in a hybrid Monte Carlo scheme using the grand canonical ensemble for solvent and amphiphile, and the canonical ensemble for the polymer. The model has been studied for a limited range of parameters, albeit consistent with the most elementary properties of surfactants and polymer. However, despite this apparently very simple set of microscopic interactions, a number of concentration-dependent effective interactions emerge, and cause conformational transitions of the polymer. We examine surfactant-polymer binding curves to relate these conformational changes of the polymer to binding. We have established the viability of using Monte Carlo simulations to study solutions of amphiphile, polymer and solvent. © 1998 American Institute of Physics.
1089-7690
10897690
American Institute of Physics (AIP)
shingle_title_1 Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
shingle_title_2 Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
shingle_title_3 Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
shingle_title_4 Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
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titel Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
titel_suche Conformational transitions in a lattice model of a three-component mixture of solvent, amphiphile, and soluble polymers
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