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Analysis of onset of bio-thermal convection in a fluid containing gravitactic microorganisms by the energy method

机译:能量法含有重力微生物的流体中生物热对流发作分析

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The bio-thermal convection in a suspension containing gravitactic microorganisms saturated by a fluid is investigated within the framework of linear and nonlinear stability theory. Energy method is used for nonlinear stability analysis. Effect of Peclet number (swimming speed of microorganisms) and bioconvection Rayleigh number (concentration of microorganisms) on the stability of the system is analyzed numerically by using the Galerkin weighted residual method. The subcritical region of instability for faster swimmers is large as compared to slowly swimmers. Bioconvection Rayleigh number destabilizes the onset of bio- thermal convection and this effect is more predominant for high speed of microorganisms. The Peclet number, bioconvection Rayleigh number increase the size of cell.
机译:在线性和非线性稳定性理论的框架内研究了含有流体饱和的重力微生物的悬浮液中的生物热对流。 能量法用于非线性稳定性分析。 通过使用Galerkin加权残留方法在数值上分析了Peclet数量(微生物的游泳速度)和生物尺寸瑞利数(微生物浓度)对系统的稳定性进行分析。 与慢慢游泳运动员相比,游泳者的亚临界区域很大。 BioConvection Rayleigh Number不稳定生物热对流发作,并且这种效果对于高速的微生物而言更为优势。 Peclet号码,BioConvection Rayleigh号码增加了细胞的大小。

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