On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium

On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium

In this paper, we concern a Hadamard-type fractional-order turbulent flow model with deviating arguments. By using some standard fixed point theorems, the uniqueness, existence and nonexistence of solutions of the fractional turbulent flow model are investigated. Our results are new and are well il...

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Bibliographic Details
Main Authors: Taoli Wang, Guotao Wang, Xiao Jun Yang
Format: Article
Language:English
Published: Vilnius University Press 2017-10-01
Series:Nonlinear Analysis
Subjects:
fractional turbulent flow model
Hadamard fractional derivation
deviating arguments
Online Access:http://www.zurnalai.vu.lt/nonlinear-analysis/article/view/13360
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spelling doaj-842ff922a9d548d494cd1c55ab9d8af02020-11-24T20:51:23ZengVilnius University PressNonlinear Analysis1392-51132335-89632017-10-0122610.15388/NA.2017.6.3On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous mediumTaoli Wang0Guotao Wang1Xiao Jun Yang2Shanxi Normal University, ChinaShanxi Normal University, ChinaChina University of Mining and Technology In this paper, we concern a Hadamard-type fractional-order turbulent flow model with deviating arguments. By using some standard fixed point theorems, the uniqueness, existence and nonexistence of solutions of the fractional turbulent flow model are investigated. Our results are new and are well illustrated with the aid of three examples. http://www.zurnalai.vu.lt/nonlinear-analysis/article/view/13360fractional turbulent flow modelHadamard fractional derivationdeviating arguments
collection DOAJ
language English
format Article
sources DOAJ
author Taoli Wang
Guotao Wang
Xiao Jun Yang
spellingShingle Taoli Wang
Guotao Wang
Xiao Jun Yang
On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium
Nonlinear Analysis
fractional turbulent flow model
Hadamard fractional derivation
deviating arguments
author_facet Taoli Wang
Guotao Wang
Xiao Jun Yang
author_sort Taoli Wang
title On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium
title_short On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium
title_full On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium
title_fullStr On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium
title_full_unstemmed On a Hadamard-type fractional turbulent flow model with deviating arguments in a porous medium
title_sort on a hadamard-type fractional turbulent flow model with deviating arguments in a porous medium
publisher Vilnius University Press
series Nonlinear Analysis
issn 1392-5113
2335-8963
publishDate 2017-10-01
description In this paper, we concern a Hadamard-type fractional-order turbulent flow model with deviating arguments. By using some standard fixed point theorems, the uniqueness, existence and nonexistence of solutions of the fractional turbulent flow model are investigated. Our results are new and are well illustrated with the aid of three examples.
topic fractional turbulent flow model
Hadamard fractional derivation
deviating arguments
url http://www.zurnalai.vu.lt/nonlinear-analysis/article/view/13360
work_keys_str_mv AT taoliwang onahadamardtypefractionalturbulentflowmodelwithdeviatingargumentsinaporousmedium
AT guotaowang onahadamardtypefractionalturbulentflowmodelwithdeviatingargumentsinaporousmedium
AT xiaojunyang onahadamardtypefractionalturbulentflowmodelwithdeviatingargumentsinaporousmedium
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