By recasting continuous-forcing immersed boundary problems as composite interior-exterior fields with a smoothed indicator function, the method incorporates neglected terms to achieve second-order convergence in Poisson problems and near-second-order in incompressible Navier-Stokes flows, while also
A fast lattice Green’s function method for solving viscous incompress- ible flows on unbounded domains.Journal of Computational Physics, 316:360–384, July 2016
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Kirigami parachutes are stable for deployments equal to their radius and tumble for smaller ones, as found in effectively infinite-domain fluid simulations.
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Beyond first-order accuracy in continuous-forcing immersed boundary methods, and their well-conditioned projection-based solution
By recasting continuous-forcing immersed boundary problems as composite interior-exterior fields with a smoothed indicator function, the method incorporates neglected terms to achieve second-order convergence in Poisson problems and near-second-order in incompressible Navier-Stokes flows, while also
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Stability of Kirigami parachutes in effectively infinite numerical domains
Kirigami parachutes are stable for deployments equal to their radius and tumble for smaller ones, as found in effectively infinite-domain fluid simulations.