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Anisotropic curve shortening flow in higher codimension
Mathematical Methods in the Applied Sciences, 2007AbstractWe consider the evolution of parametric curves by anisotropic mean curvature flow in ℝn for an arbitrary n⩾2. After the introduction of a spatial discretization, we prove convergence estimates for the proposed finite‐element model. Numerical tests and simulations based on a fully discrete semi‐implicit stable algorithm are presented. Copyright ©
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Curve Shortening Flow for Spatial Random Permutations
2017Motivated by mean-curvature type droplet shrinking in the hydrodynamic scaling limit for the Ising model on a 2-dimensional lattice at zero temperature, we analyse a similar microscopic model based on spatial random permutations. This naturally leads to interacting particle systems and the derivation of their hydrodynamic equations. In the progress, we
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Large strain flow curve identification for sheet metal
Journal of Materials Processing Technology, 2022Heinrich Traphöner
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Daily flow duration curve model for ungauged intermittent subbasins of gauged rivers
Journal of Hydrology, 2022Halil Ibrahim Burgan, Hafzullah Aksoy
exaly