Statistical Physics and Fungal Growth
This work involves studying the growth of filamentous fungi in the context of statistical physics. Filamentous fungi grow by the polarised extension of thread-like hyphae, which make up the body of a fungus. We propose a simple model, based upon a well studied model of statistical physics, the totally asymmetric simple exclusion process, to describe the movement of mass along a hypha and its subsequent growth. The mean-field equations for the model are analysed, leading to a phase diagram of steady state behaviour, which we compare to Monte Carlo simulations and discuss in terms of biological observations.
This is a weekly series of informal talks given primarily by members of the soft condensed matter and statistical mechanics groups, but is also open to members of other groups and external visitors. The aim of the series is to promote discussion and learning of various topics at a level suitable to the broad background of the group. Everyone is welcome to attend..