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Faculty of Physics University of Warsaw > Events > Seminars > Soft Matter and Complex Systems Seminar
2022-11-25 (Friday)
room 1.40, Pasteura 5 at 09:30  Calendar icon
Bartłomiej Wacław (University of Edinburgh & IChF PAN)

Mechanical interactions affect biological evolution of bacteria

Biofilms – surface-attached bacterial conglomerates – are not only ubiquitous in nature but also play a major role in industry and medicine, where biofilm growth on implants and catheters, and the evolution of antibiotic resistance is a concern. In the last ten years, thanks to the work of researchers from the soft-matter and statistical physics community (including our group), we have learned that mechanical interactions between bacterial cells and the surface on which they grow affect the shape of bacterial colonies [1,2] and population dynamics of novel genetic variants (mutations) in such colonies. This has been mostly investigated in bacterial colonies grown on agarose gel. When a colony is initiated with a mixture of two different fluorescent microbial strains, radial expansion and random fluctuations in the number of bacteria at the edge of the colony lead to the formation of “sectors” of genetically related bacteria. In this presentation, I will focus on how cell shape, cell-cell and cell-substrate adhesion and friction affect the probability that a faster-growing mutant ‘surfs’ at the colony’s frontier and creates a macroscopic sector. Although all these physical factors contribute to the surfing probability in seemingly different ways, I will show that they do it by affecting two key parameters that in turn influence the surfing probability: front roughness and cell alignment. These properties can be modified by chemical compounds that affect the bacteria and/or the surface, as well as by patterning the surface in a special way. Our work suggests a possible new approach to fighting persistent biofilms: the physical properties of bacterial cells could be targeted alongside standard antimicrobial therapy to kill the bacteria while at the same time reducing the probability of evolving resistance to antibiotics.

References:
[1] F. D. C. Farrell, O. Hallatschek, D. Marenduzzo, and B. Waclaw, Physical Review Letters 111, (2013).
[2] M. A. A. Grant, B. Waclaw, R. J. Allen, and P. Cicuta, Journal of The Royal Society Interface 11, 20140400 (2014).
[3] M. Gralka, F. Stiewe, F. Farrell, W. Möbius, B. Waclaw, and O. Hallatschek, Ecology Letters 19, 889 (2016).
[4] F. D. Farrell, M. Gralka, O. Hallatschek, and B. Waclaw, Journal of The Royal Society Interface 14, 20170073 (2017).
[5] C. Watson, P. Hush, J. Williams, A. Dawson, N. Ojkic, S. Titmuss, and B. Waclaw, EPL 123, 68001 (2018).
2022-11-18 (Friday)
room 1.40, Pasteura 5 at 09:30  Calendar icon
Stanisław Żukowski (IFT UW)

Finger revival and reconnections near breakthrough in unstable growth processes

Transport networks, such as vasculature or river networks, provide crucial functionalities in organisms and the environment. They often emerge as a result of unstable growth processes, in which growing branches of the network compete for the available flux. This leads to effective repulsion between the branches and screening of the shorter ones. We show that a striking transition in growth dynamics takes place as the leading branch reaches the end of the system. The shorter branches revive and grow towards the leading one forming loops. These effects are observed both in the living and inanimate systems.
2022-11-04 (Friday)
room 1.40, Pasteura 5 at 09:30  Calendar icon
Antoine Sellier (LadHyX, Ecole Polytechnique, Palaiseau, France)

Slip on boundaries: examples of Smoluchowski slip and Navier slip

Usually one requires a no-slip condition at the boundaries for the flow of a viscous fluid. For some boundaries such a condition has to be revised by introducing a proper slip velocity. This talk considers two such examples: the Smoluchowski slip condition for electrophoresis and the Navier slip condition for slipping surfaces. Numerical results for steady unbounded creeping flows about one or several solid body(ies) are obtained using a boundary approach.
2022-10-28 (Friday)
room 1.40, Pasteura 5 at 09:30  Calendar icon
Krzysztof Jachymski (IFT UW)

Quantum simulations with ultracold hybrid systems

Quantum materials hold the promise for groundbreaking technologies making use of strongly correlated many-body states of matter. However, harnessing their potential is a challenging task. Ultracold atomic systems offer the possibility to design a quantum system with well-known microscopic properties, and are highly controllable. Hybrid systems involving multiple species are considerably more complex, which can increase the variety of simulable systems but introduces additional challenges. I will discuss two systems which are especially promising: ion-atom and Rydberg-ground state mixtures, highlighting their ability to access polaron physics in the regime of strong and long-ranged interactions.
2022-10-21 (Friday)
room 1.40, Pasteura 5 at 09:30  Calendar icon
Piotr Morawiecki (Department of Mathematical Sciences, University of Bath)

A mathematical framework for the unification of rainfall-runoff models

One of the key problems in flood estimation is to predict the flow in the river after an intensive rainfall. Many physical and data-based models were constructed to address this problem; however, they are often based on completely different assumptions and their limits of applicability remain unknown.
During the talk, I am going to give an overview of my PhD project on systematically developing a rigorous mathematical framework to better understand the relations between currently used models. I start by constructing a simple benchmark scenario for coupled surface-subsurface flows. Then I use it to better understand the physical process of river flow formation and compare the obtained result to the statistical flood estimation model recommended for use in the UK.
In this way, I demonstrate the potential of this mathematical framework as a tool for assessing models' assumptions and limitations, which is not provided by standard numerical testing performed by hydrologists.
2022-10-14 (Friday)
room 1.40, Pasteura 5 at 09:30  Calendar icon
Bogdan Cichocki (IFT UW)

Marian Smoluchowski – his life and works

Year 2022 marks the 150th anniversary of birth of Marian Smoluchowski, a pioneer of the statistical physics. On this occasion his short biography will be presented and his most important works, namely on electrophoresis, Brownian motion, critical opalescence and coagulation, will be discussed.
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