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Viscous flows in channel geometries

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CATW01 - The complex analysis toolbox: new techniques and perspectives

Motivated by modelling challenges arising in microfluidics and low-Reynolds-number swimming, we consider viscous flows in two-dimensional channels and present new transform methods for analysing such problems. The new methods provide a uni fied general approach to fi nding quasi-analytical solutions to a wide range of problems in low-Reynolds-number hydrodynamics and plane elasticity. In this talk, we focus on pressure-driven flows in channel geometries with linear expansions and angled transitions. This is joint work with Prof. Stefan G. Llewellyn Smith (UCSD).

This talk is part of the Isaac Newton Institute Seminar Series series.

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