Fluid–membrane interaction based on the material point method

By A. York, Deborah Sulsky, H. Schreyer. 2000

184 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/830d00ac1f8064d67c636a52cfd9d59c2c515afc

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In Computational Mechanics

Citations in the corpus

Formulation of a dynamic material point method (MPM) for geomechanical problems (2013, background): “, the pinching of a membrane and a pressurized membrane, see references [196, 197].”
Dark, Beyond Deep: A Paradigm Shift to Cognitive AI with Humanlike Common Sense (2020, methodology): “Due to its many advantages, it has been successfully applied to tackling extreme deformation events such as fracture evolution [421], material failure [422, 423], hypervelocity impact [424, 425], explosion [426], fluid-structure interaction [427, 428], biomechanics [429], geomechanics [430], and man”
Implicit dynamics in the material-point method (2004, background): “Constitutive models for solids include isotropic and anisotropic elasticity models, various plasticity models, viscoelasticity, and a decohesion model [4, 5, 8, 10, 11].”
Optimal transportation meshfree approximation schemes for fluid and plastic flows (2010, methodology): “A number of strategies have been devised with a view to overcoming these difficulties, including: Particle methods such as smooth particle hydrodynamics [1–3]; ghost fluid and immersed boundary methods [4–8]; the material-point method [9–13]; Lagrangian formulations with continuous adaptive remeshin”
A convected particle domain interpolation technique to extend applicability of the material point method for problems involving massive deformations (2011, methodology): “MPM and GIMP have been successfully used in simulation of a range of complicated engineering problems including finite deformation plasticity, thin membranes, cracks and fracture, sea ice dynamics, granular materials, multiscale problems, hypervelocity impact, and dynamic analysis of saturated porou”
Comparison study of MPM and SPH in modeling hypervelocity impact problems (2009, methodology): “[59] simulated shock tube problem by using MPM.”
The 3D Numerical Simulation for the Propagation Process of Multiple Pre-existing Flaws in Rock-Like Materials Subjected to Biaxial Compressive Loads (2016, methodology): “The material point method (MPM), which is called a particle-in-cell method, is a hybrid arbitrary Lagrangian/ Eulerian method suitable for modeling large deformations of history-dependent solids (York et al. 2000; Bardenhagen et al. 2001; Schreyer et al. 2002; Guo and Nairn 2006).”