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Explore the fascinating world of active matter through a lattice-based approach in this research seminar presented by Ronald Dickman from UFMG. Delve into the theoretical framework and computational methods used to study active matter systems, where individual particles consume energy to produce motion and exhibit collective behaviors that differ fundamentally from equilibrium systems. Learn about the unique properties that emerge when active particles are constrained to move on discrete lattice structures, including phase transitions, pattern formation, and non-equilibrium steady states. Discover how lattice models provide insights into the statistical mechanics of active systems while offering computational advantages for studying large-scale collective phenomena. Examine specific examples of active matter on lattices, including self-propelled particles, active nematics, and other driven systems that exhibit rich dynamical behavior. Gain understanding of the mathematical tools and simulation techniques used to analyze these systems, and explore the connections between microscopic particle interactions and macroscopic emergent properties in active matter.
