Continuous dependence result for Boussinesq type equations in a porous medium
The structural stability of a Boussinesq type model with temperature dependent solubility is studied. We firstly obtain some useful priory bounds in R~2. Using these bounds, we then formulate a differential inequality that the solution satisfies and then solve this inequality. At last, we get the co...
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Published in | Zhejiang da xue xue bao. Journal of Zhejiang University. Sciences edition. Li xue ban Vol. 50; no. 4; pp. 409 - 415 |
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Main Authors | , |
Format | Journal Article |
Language | Chinese |
Published |
Hangzhou
Zhejiang University
01.07.2023
Zhejiang University Press |
Subjects | |
Online Access | Get full text |
ISSN | 1008-9497 |
DOI | 10.3785/j.issn.1008-9497.2023.04.003 |
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Abstract | The structural stability of a Boussinesq type model with temperature dependent solubility is studied. We firstly obtain some useful priory bounds in R~2. Using these bounds, we then formulate a differential inequality that the solution satisfies and then solve this inequality. At last, we get the continuous dependence for the constructive coefficient λ. |
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AbstractList | The structural stability of a Boussinesq type model with temperature dependent solubility is studied. We firstly obtain some useful priory bounds in R~2. Using these bounds, we then formulate a differential inequality that the solution satisfies and then solve this inequality. At last, we get the continuous dependence for the constructive coefficient λ. 研究了二维空间多孔介质中与溶解度和温度有关的Boussinesq方程组的结构稳定性。首先得到了一些有用的先验界,然后在此基础上推出了解所满足的微分不等式,并求解该微分不等式,最后建立了解对结构系数λ的连续依赖性结果。 |
Author | Shi, Jincheng Xiao, Shengzhong |
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Copyright | Copyright Zhejiang University 2023 |
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Snippet | The structural stability of a Boussinesq type model with temperature dependent solubility is studied. We firstly obtain some useful priory bounds in R~2. Using... 研究了二维空间多孔介质中与溶解度和温度有关的Boussinesq方程组的结构稳定性。首先得到了一些有用的先验界,然后在此基础上推出了解所满足的微分不等式,并求解该微分不等式,最后建立了解对结构系数λ的连续依赖性结果。 |
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SubjectTerms | Boussinesq equations Porous media Structural stability Temperature dependence |
Title | Continuous dependence result for Boussinesq type equations in a porous medium |
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