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Research Article

Solution of model equation of completely passive natural convection by improved differential transform method 

Mustafa Ekici*1, Fatma Ayaz2

1Faculty of Education, Usak University, Usak, Turkey
2Department of Mathematics, Gazi University, Ankara, Turkey

Keywords

Abstract

Differential transform method,

Natural convection, 

Least square method,

Improved differential transform method


In this paper we investigate the natural convection which exists under the Boussinesq approximation and completely passive boundary conditions. This phenomenon is applicable to the cooling of a heated body and heating and cooling of rooms and buildings and etc. The model equations of momentum and energy are solved by using improved differential transform method. This method is an iterative way for obtaining Taylor series coefficients. The convergence of the Taylor series is obtained by combining the method with the Least Square method for the problem first time here. The combination of these two powerful methods yields semi analytical solutions in the form of a polynomial through a straightforward manner. The efficiency and applicability of the algorithm are assessed and tested and error calculations have been presented.

 © 2016 MIM Research Group. All rights reserved.

DOI: http://dx.doi.org/10.17515/resm2015.10me0818                          Full Text

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24/11/2018 Frequency Increase: Due to the high number of submissions, our journal is going to publish 4 issues per year starting with 2018. Issues are going to be published in February, June, September and December. The 2018 December issue will be published soon. We thank all of our contributors for their support.


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Last Update:

04.12.2018

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