Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles

A kinetic model for quenching of a fluorescent probe in micelles is analysed. The probe is totally incorporated into the micelles. The quencher distributes between water and the micellar pseudophase in two different ways; i.e. by binding and by partition. The model is analytically solved under the a...

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Autores principales: Daraio, M.E., Aramendía, P.F., San Román, E.
Formato: JOUR
Acceso en línea:http://hdl.handle.net/20.500.12110/paper_00092614_v250_n2_p203_Daraio
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spelling todo:paper_00092614_v250_n2_p203_Daraio2023-10-03T14:08:15Z Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles Daraio, M.E. Aramendía, P.F. San Román, E. A kinetic model for quenching of a fluorescent probe in micelles is analysed. The probe is totally incorporated into the micelles. The quencher distributes between water and the micellar pseudophase in two different ways; i.e. by binding and by partition. The model is analytically solved under the assumption that quenching of the probe is much faster than the quencher exchange either between the two phases or between partition and binding sites within the same micelle. Equations for the time-resolved and steady-state fluorescence intensities are derived. The model is applied to the quenching of a carboxylated zinc phthalocyanine fluorescence by diethyl-aniline in CTAC micelles. JOUR info:eu-repo/semantics/openAccess http://creativecommons.org/licenses/by/2.5/ar http://hdl.handle.net/20.500.12110/paper_00092614_v250_n2_p203_Daraio
institution Universidad de Buenos Aires
institution_str I-28
repository_str R-134
collection Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA)
description A kinetic model for quenching of a fluorescent probe in micelles is analysed. The probe is totally incorporated into the micelles. The quencher distributes between water and the micellar pseudophase in two different ways; i.e. by binding and by partition. The model is analytically solved under the assumption that quenching of the probe is much faster than the quencher exchange either between the two phases or between partition and binding sites within the same micelle. Equations for the time-resolved and steady-state fluorescence intensities are derived. The model is applied to the quenching of a carboxylated zinc phthalocyanine fluorescence by diethyl-aniline in CTAC micelles.
format JOUR
author Daraio, M.E.
Aramendía, P.F.
San Román, E.
spellingShingle Daraio, M.E.
Aramendía, P.F.
San Román, E.
Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles
author_facet Daraio, M.E.
Aramendía, P.F.
San Román, E.
author_sort Daraio, M.E.
title Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles
title_short Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles
title_full Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles
title_fullStr Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles
title_full_unstemmed Fluorescence quenching kinetic model for a bound and partitioned quencher in micelles
title_sort fluorescence quenching kinetic model for a bound and partitioned quencher in micelles
url http://hdl.handle.net/20.500.12110/paper_00092614_v250_n2_p203_Daraio
work_keys_str_mv AT daraiome fluorescencequenchingkineticmodelforaboundandpartitionedquencherinmicelles
AT aramendiapf fluorescencequenchingkineticmodelforaboundandpartitionedquencherinmicelles
AT sanromane fluorescencequenchingkineticmodelforaboundandpartitionedquencherinmicelles
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