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Anomalous glassy dynamics in simple models of dense biological tissue. DM Sussman, M Paoluzzi, MC Marchetti, ML Manning. Europhysics Letters 121 (3), 36001. , 2018. 74. 2018. No unjamming transition in a Voronoi model of biological tissue. DM Sussman, M Merkel. Soft matter 14 (17), 3397-3403.
Articles 1–20. Professor of Mathematics, Florida State University - Cited by 16,630 - Deforming boundary problems - Computational Fluid Dynamics - Multiphase flow.
Welcome! Lab art made for Science.Art.Wonder. Lexie Liu, 2020. Our lab uses theoretical and computational techniques to study a wide variety of soft condensed matter systems both in and out of equilibrium. How do we explain the way disordered solids maintain their rigidity, and also how they fail?
M. Sussman; “Interplay of curvature and rigidity in shape-based models of confluent tissue” Phys. Rev. R 2, 023417 (2020) 34. P. Sahu, D. M. Sussman, M. Rübsam, A. F. Mertz, V. Horsley, E. R. Dufresne, C. M. Niessen, M. C. Marchetti, M. L. Manning, and J. M. Schwarz; “Small-scale demixing in confluent biological tissues” Soft Matter 16, 3325 (2020)
Research description. We use theoretical and computational techniques to study a wide variety of soft condensed matter systems both in and out of equilibrium. How do we explain the way disordered solids maintain their rigidity, and also how they fail?
May 26, 2015 · How can flat surfaces be transformed into useful three-dimensional structures? Recent research on origami techniques has led to algorithmic solutions to the inverse design problem of prescribing a set of folds to form a desired target surface.
Dec 15, 2017 · Daniel M. Sussman, M. Paoluzzi, M. Cristina Marchetti, M. Lisa Manning. In order to understand the mechanisms for glassy dynamics in biological tissues and shed light on those in non-biological materials, we study the low-temperature disordered phase of 2D vertex-like models.
