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Upper Bounds of the Rates of Decay for Solutions of the Boussinesq Equations
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作者 Ying Liu 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2011年第1期105-114,共10页
In this paper, upper bounds of the L2-decay rate for the Boussinesq equations are considered. Using the L2 decay rate of solutions for the heat equation, and assuming that the solutions of the Boussinesq equations are... In this paper, upper bounds of the L2-decay rate for the Boussinesq equations are considered. Using the L2 decay rate of solutions for the heat equation, and assuming that the solutions of the Boussinesq equations are smooth, we obtain the upper bounds of L2 decay rate for the smooth solutions and difference between the solutions of the Boussinesq equations and those of the heat system with the same initial data. The decay results may then be obtained by passing to the limit of approximating sequences of solutions. The main tool is the Fourier splitting method. 展开更多
关键词 the boussinesq equations L2 decay Fourier splitting method
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