Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity

The electrochemical treatment (ECT) of solid tumors is an electropermeabilization technique firmly established and widely used. In ECT protocols, pulse intensity as well as tissue electric conductivity are of utmost importance for assessing the final electropermeabilized area. Present ECT mathematic...

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Publicado: 2016
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Acceso en línea:https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_16800737_v53_n_p215_Suarez
http://hdl.handle.net/20.500.12110/paper_16800737_v53_n_p215_Suarez
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spelling paper:paper_16800737_v53_n_p215_Suarez2023-06-08T16:26:38Z Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity Electric conductivity Electropermeabilization Electroporation Mathematical modeling Pulse addition Electric conductivity Electric conductivity measurement Electric fields Environmental technology Integrodifferential equations Laplace equation Laplace transforms Mathematical models Nonlinear equations Conductivity coefficient Electrochemical treatments Electropermeabilization Electroporation Protocol optimization Pulse addition Theoretical modeling Tissue permeabilization Tissue The electrochemical treatment (ECT) of solid tumors is an electropermeabilization technique firmly established and widely used. In ECT protocols, pulse intensity as well as tissue electric conductivity are of utmost importance for assessing the final electropermeabilized area. Present ECT mathematical modeling based on the solution of the nonlinear Laplace equation for the electric field with a conductivity coefficient depending on the electric field and the temperature have greatly contributed to ECT protocol optimization. However, experimental results from literature report that a succession of pulses may increase tissue electric conductivity and the extent of tissue permeabilization, a phenomenon that present models fail to describe. Here we present new insights of a recently introduced ECT theoretical model that takes into account the effect of pulse addition on tissue electric conductivity. The model describes the electric field with the nonlinear Laplace equation with a conductivity coefficient depending on the electric field, the temperature and the quantity of pulses applied. ECT theoretical predictions show that the rise in the electric current density during the addition of pulses is due solely to an increment in the tissue electric conductivity with no significant changes in the electric field. A potential consequence of these results is that, under certain conditions, it would be possible to obtain larger electropermeabilized areas with the same pulse amplitude simply by increasing the number of pulses. The theoretical implications of this new model lead to a more realistic description of the EP phenomenon, hopefully providing more accurate predictions of ECT treatment outcomes. © Springer Science+Business Media Singapore 2016. 2016 https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_16800737_v53_n_p215_Suarez http://hdl.handle.net/20.500.12110/paper_16800737_v53_n_p215_Suarez
institution Universidad de Buenos Aires
institution_str I-28
repository_str R-134
collection Biblioteca Digital - Facultad de Ciencias Exactas y Naturales (UBA)
topic Electric conductivity
Electropermeabilization
Electroporation
Mathematical modeling
Pulse addition
Electric conductivity
Electric conductivity measurement
Electric fields
Environmental technology
Integrodifferential equations
Laplace equation
Laplace transforms
Mathematical models
Nonlinear equations
Conductivity coefficient
Electrochemical treatments
Electropermeabilization
Electroporation
Protocol optimization
Pulse addition
Theoretical modeling
Tissue permeabilization
Tissue
spellingShingle Electric conductivity
Electropermeabilization
Electroporation
Mathematical modeling
Pulse addition
Electric conductivity
Electric conductivity measurement
Electric fields
Environmental technology
Integrodifferential equations
Laplace equation
Laplace transforms
Mathematical models
Nonlinear equations
Conductivity coefficient
Electrochemical treatments
Electropermeabilization
Electroporation
Protocol optimization
Pulse addition
Theoretical modeling
Tissue permeabilization
Tissue
Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity
topic_facet Electric conductivity
Electropermeabilization
Electroporation
Mathematical modeling
Pulse addition
Electric conductivity
Electric conductivity measurement
Electric fields
Environmental technology
Integrodifferential equations
Laplace equation
Laplace transforms
Mathematical models
Nonlinear equations
Conductivity coefficient
Electrochemical treatments
Electropermeabilization
Electroporation
Protocol optimization
Pulse addition
Theoretical modeling
Tissue permeabilization
Tissue
description The electrochemical treatment (ECT) of solid tumors is an electropermeabilization technique firmly established and widely used. In ECT protocols, pulse intensity as well as tissue electric conductivity are of utmost importance for assessing the final electropermeabilized area. Present ECT mathematical modeling based on the solution of the nonlinear Laplace equation for the electric field with a conductivity coefficient depending on the electric field and the temperature have greatly contributed to ECT protocol optimization. However, experimental results from literature report that a succession of pulses may increase tissue electric conductivity and the extent of tissue permeabilization, a phenomenon that present models fail to describe. Here we present new insights of a recently introduced ECT theoretical model that takes into account the effect of pulse addition on tissue electric conductivity. The model describes the electric field with the nonlinear Laplace equation with a conductivity coefficient depending on the electric field, the temperature and the quantity of pulses applied. ECT theoretical predictions show that the rise in the electric current density during the addition of pulses is due solely to an increment in the tissue electric conductivity with no significant changes in the electric field. A potential consequence of these results is that, under certain conditions, it would be possible to obtain larger electropermeabilized areas with the same pulse amplitude simply by increasing the number of pulses. The theoretical implications of this new model lead to a more realistic description of the EP phenomenon, hopefully providing more accurate predictions of ECT treatment outcomes. © Springer Science+Business Media Singapore 2016.
title Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity
title_short Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity
title_full Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity
title_fullStr Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity
title_full_unstemmed Effects of pulse addition in electropermeabilization: Theoretical insights on the electric conductivity
title_sort effects of pulse addition in electropermeabilization: theoretical insights on the electric conductivity
publishDate 2016
url https://bibliotecadigital.exactas.uba.ar/collection/paper/document/paper_16800737_v53_n_p215_Suarez
http://hdl.handle.net/20.500.12110/paper_16800737_v53_n_p215_Suarez
_version_ 1768543103443009536