LAGRANGIAN TRANSPORT AND CHAOS IN THE NEAR WAKE OF THE FLOW AROUND AN OBSTACLE: A NUMERICAL IMPLEMENTATION OF LOBE DYNAMICS

Lagrangian transport and chaos in the near wake of the flow around an obstacle: a numerical implementation of lobe dynamics

In this paper we study Lagrangian transport in the near wake of the flow around an obstacle, which we take to be a cylinder.In this case, for the range of Reynolds numbers investigated, the flow citronella horse shampoo is two-dimensional and time periodic.We use ideas and methods from transport theory in dynamical systems to describe and quantify

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Generation of Mouse Lung Epithelial Cells

Although in vivo models are excellent for assessing various facets of whole organism physiology, pathology, and overall response to treatments, evaluating basic cellular functions, and molecular events in mammalian model systems is challenging.It is therefore advantageous to perform these studies in a refined and less costly setting.One approach ci

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