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Gliding motion of bacteria on power-law slime

机译:幂律软泥上细菌的滑动运动

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The present investigation deals with an undulating surface model for the motility of bacteria gliding on a layer of non-Newtonian slime. The slime being the viscoelastic material is considered as a power-law fluid. A hydrodynamical model of motility involving an undulating cell surface which transmits stresses through a layer of exuded slime to the substratum is examined. The non-linear differential equation resulting from the balance of momentum and mass is solved numerically by a finite difference method with an iteration technique. The manner in which the various exponent values of the power-law flow affect the structure of the boundary layer is delineated. A comparison is made of the power-law fluid with the Newtonian fluid. For the power-law fluid with respect to different power-law exponent values, shear-thinning and shear-thickening effects can be observed, respectively. Copyright (C) 2004 John Wiley Sons, Ltd.
机译:本研究涉及一个在非牛顿粘液层上滑动的细菌运动的起伏表面模型。作为粘弹性材料的粘液被认为是幂律流体。研究了一种运动的水动力模型,该模型涉及起伏的细胞表面,该表面将应力通过渗出的粘液层传递到底层。由动量和质量平衡产生的非线性微分方程通过有限差分法和迭代技术进行数值求解。描绘了幂律流的各种指数值影响边界层的结构的方式。将幂律流体与牛顿流体进行了比较。对于具有不同幂律指数值的幂律流体,可以分别观察到剪切变稀和剪切变厚的效果。版权所有(C)2004 John Wiley Sons,Ltd.

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