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Bio-thermal convection induced by two different species of microorganisms

机译:两种不同种类的微生物引起的生物热对流

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This paper develops a theory of bio-thermal convection in a suspension that contains two species of microorganisms exhibiting different taxes, gyrotactic and oxytactic microorganisms. The developed theory is applied to investigating the onset of bio-thermal convection in such a suspension occupying a horizontal layer of finite depth. A linear stability analysis is utilized to derive the equations for the amplitudes of disturbances. The obtained eigenvalue problem is solved by the Galerkin method. The case of non-oscillatory instability in a layer with a rigid lower boundary and a stress-free upper boundary is investigated. The resulting eigenvalue equation relates three Rayleigh numbers, the traditional Rayleigh number (Ra) and two bioconvection Rayleigh numbers, one for gyrotactic (Rb_g) and one for oxytactic (Rb_o) microorganisms. The neutral stability boundary is presented in the form of a diagram showing that boundary in the (Ra, Ra_g) plane for different values of Ra_o.
机译:本文提出了一种悬浮液中生物热对流的理论,该悬浮液包含两种表现出不同税率的微生物,即旋回和氧合微生物。发达的理论被用于调查这种热对流在这种悬浮液中占据有限深度的水平层的开始。利用线性稳定性分析来推导扰动幅度的方程式。所获得的特征值问题通过Galerkin方法求解。研究了具有刚性下边界和无应力上边界的层中非振荡不稳定的情况。所得的特征值方程式涉及三个瑞利数,传统瑞利数(Ra)和两个生物对流瑞利数,一个用于回旋微生物(Rb_g),一个用于氧化性微生物(Rb_o)。中性稳定边界以图表形式表示,该图表显示了(Ra,Ra_g)平面中针对Ra_o的不同值的边界。

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