Fluctuations of polarization induce multisolitons in \[\alpha \] -helix protein

We report continuous exact solutions in \[\alpha \]-helix protein energy transfer as Davydov model. Taking into account the fluctuations of polarization of dipoles effects (FPDE), the system is reduced into a set of two nonlinear Schrödinger and Boussinesq equations after continuum approximation. Th...

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Veröffentlicht in:Nonlinear dynamics 2018-01, Vol.91 (1), p.679-686
Hauptverfasser: Issa, S, Tabi, C B, Ekobena Fouda, H P, Kofané, T C
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Tabi, C B
Ekobena Fouda, H P
Kofané, T C
description We report continuous exact solutions in \[\alpha \]-helix protein energy transfer as Davydov model. Taking into account the fluctuations of polarization of dipoles effects (FPDE), the system is reduced into a set of two nonlinear Schrödinger and Boussinesq equations after continuum approximation. The extended tanh-function method is used to investigate exact solutions for the model. This analysis shows that taking into account FPDE, the system exhibits multisoliton, bright, dark and kink solitons.
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subjects Boussinesq approximation
Dipoles
Energy transfer
Exact solutions
Nonlinear equations
Polarization
Proteins
Solitary waves
Variation
title Fluctuations of polarization induce multisolitons in \[\alpha \] -helix protein
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