Jahan, Labiba Nusrat (2019) Improved averaging-based finite-difference schemes for the convection-diffusion equation. Masters thesis, Memorial University of Newfoundland.
[English]
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Abstract
Convection and diffusion have significant effect on reservoir flow systems. To represent the reservoir properly, these effects are encountered in models of reservoir engineering. Many researchers have worked on the convection-diffusion equations. Barakat and Clark considered a diffusion equation in 1966 and proposed a new explicit finite-difference scheme which gives a better result with less error using an averaging of two lower-order schemes. Bokhari and Islam extended this work to solve convection-diffusion equations and claimed to get the accuracy of
Item Type: | Thesis (Masters) |
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URI: | http://research.library.mun.ca/id/eprint/13778 |
Item ID: | 13778 |
Additional Information: | Includes bibliographical references (pages 94-109). |
Keywords: | Finite-difference schemes, convection-diffusion equation, Barakat-Clark Scheme, Bokhari-Islam Scheme, error analysis |
Department(s): | Engineering and Applied Science, Faculty of |
Date: | May 2019 |
Date Type: | Submission |
Library of Congress Subject Heading: | Finite differences; Heat equations; Flow assurance (Petroleum engineering) |
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