$Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes$

Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes

We investigate the solutions for a fractional diffusion equation subjected to boundary conditions which can be connected to adsorption–desorption processes. The analytical solutions were obtained using the Green function approach and showed an anomalous spreading which can be connected to an anomalo...

Full description

Bibliographic Details
Main Authors:	E.K. Lenzi, M.A.F. dos Santos, M.K. Lenzi, D.S. Vieira, L.R. da Silva
Format:	Article
Language:	English
Published:	Elsevier 2016-01-01
Series:	Journal of King Saud University: Science
Subjects:	Fractional diffusion equation Anomalous diffusion Adsorption–desorption
Online Access:	http://www.sciencedirect.com/science/article/pii/S1018364715000737

id	doaj-b06da892a01d4341a5c76412d2d4eecb
record_format	Article
spelling	doaj-b06da892a01d4341a5c76412d2d4eecb2020-11-25T00:29:42ZengElsevierJournal of King Saud University: Science1018-36472016-01-012813610.1016/j.jksus.2015.08.003Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processesE.K. Lenzi0M.A.F. dos Santos1M.K. Lenzi2D.S. Vieira3L.R. da Silva4Departamento de Física, Universidade Estadual de Ponta Grossa, Ponta Grossa, PR 84030-900, BrazilDepartamento de Física, Universidade Estadual de Ponta Grossa, Ponta Grossa, PR 84030-900, BrazilDepartamento de Engenharia Qumica, Universidade Federal do Paraná, Curitiba, PR 81531-990, BrazilDepartamento de Física, Universidade Estadual de Maringá, Maringá, PR 87020-900, BrazilDepartamento de Física, Universidade Federal do Rio Grande do Norte, Natal, RN 59072-970, BrazilWe investigate the solutions for a fractional diffusion equation subjected to boundary conditions which can be connected to adsorption–desorption processes. The analytical solutions were obtained using the Green function approach and showed an anomalous spreading which can be connected to an anomalous diffusion.http://www.sciencedirect.com/science/article/pii/S1018364715000737Fractional diffusion equationAnomalous diffusionAdsorption–desorption
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	E.K. Lenzi M.A.F. dos Santos M.K. Lenzi D.S. Vieira L.R. da Silva
spellingShingle	E.K. Lenzi M.A.F. dos Santos M.K. Lenzi D.S. Vieira L.R. da Silva Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes Journal of King Saud University: Science Fractional diffusion equation Anomalous diffusion Adsorption–desorption
author_facet	E.K. Lenzi M.A.F. dos Santos M.K. Lenzi D.S. Vieira L.R. da Silva
author_sort	E.K. Lenzi
title	Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes
title_short	Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes
title_full	Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes
title_fullStr	Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes
title_full_unstemmed	Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes
title_sort	solutions for a fractional diffusion equation: anomalous diffusion and adsorption–desorption processes
publisher	Elsevier
series	Journal of King Saud University: Science
issn	1018-3647
publishDate	2016-01-01
description	We investigate the solutions for a fractional diffusion equation subjected to boundary conditions which can be connected to adsorption–desorption processes. The analytical solutions were obtained using the Green function approach and showed an anomalous spreading which can be connected to an anomalous diffusion.
topic	Fractional diffusion equation Anomalous diffusion Adsorption–desorption
url	http://www.sciencedirect.com/science/article/pii/S1018364715000737
work_keys_str_mv	AT eklenzi solutionsforafractionaldiffusionequationanomalousdiffusionandadsorptiondesorptionprocesses AT mafdossantos solutionsforafractionaldiffusionequationanomalousdiffusionandadsorptiondesorptionprocesses AT mklenzi solutionsforafractionaldiffusionequationanomalousdiffusionandadsorptiondesorptionprocesses AT dsvieira solutionsforafractionaldiffusionequationanomalousdiffusionandadsorptiondesorptionprocesses AT lrdasilva solutionsforafractionaldiffusionequationanomalousdiffusionandadsorptiondesorptionprocesses
_version_	1725330436304928768

Solutions for a fractional diffusion equation: Anomalous diffusion and adsorption–desorption processes

Similar Items