Azmol Huda

Azmol Huda
Khulna University | KU · Department of Mathematics

About

8
Publications
876
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26
Citations
Citations since 2017
4 Research Items
24 Citations
201720182019202020212022202302468
201720182019202020212022202302468
201720182019202020212022202302468
201720182019202020212022202302468

Publications

Publications (8)
Article
In this paper, we have investigated the recirculation flow of a nanofluid in the developed flow zones of an infinite periodic nanotube with a hexagonal cross-section. A numerical analysis is commenced to identify the existence of single and double recirculation zones for various geometric parameters. The boundary element method (BEM) has been formu...
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This paper mainly discusses the fluid flow of a straight duct which rotated counterclockwise along the y-axis in the porous. Darcy is used to defining the porous (í µí±«í µí²‚ ≤ í µí¿“í µí¿Ží µí¿Ž) and non-Darcy (í µí±«í µí²‚ ≥ í µí¿“í µí¿Ží µí¿Ž) media. Three different cases that have been studied such as Dean number í µí±«í µí² = í µí¿í µí¿Ží µ...
Article
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In this article, we suggest the two variable (G′/G, 1/G)-expansion method for extracting further general closed form wave solutions of two important nonlinear evolution equations (NLEEs) that model one-dimensional internal waves in deep water and the long surface gravity waves of small amplitude propagating uni-directionally. The method can be rega...
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This work explores the construction of more general exact travelling wave solutions of some nonlinear evolution equations (NLEEs) through the application of the(G′/G, 1/G)-expansion method. This method is allied to the widely used (G′/G)-method initiated by Wang et al. and can be considered as an extension of the (G′/G)-expansion method. For effect...
Article
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Parameter reduction from experimental data is an important issue arising in many frequently encountered problems with different types of applications in communications engineering. However, the computational effort grows drastically with the number of parameters in such types of applications. This paper proposes a technique that reduces the perform...
Article
A fourth order nonlinear differential equation modeling a critically damped system is considered. A new perturbation technique based on the Krylov-Bogoliubov-Mitropolskii method is developed for obtaining the transient response in the presence of different damping forces. The solutions obtained by this method agree with the solutions obtained by th...
Article
Full-text available
An apposite as well as realistic treatment of eigenvalue and singular value problems are potentially of interest to a wide variety of people, including among others, design engineers, theoretical physicists, classical applied mathematics and numerical analysis who yearn to carry out research in the matrix field. In real world, it is extensively use...

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