Natarajan Sukumar

Affiliations: 
Civil and Environmental Engineering University of California, Davis, Davis, CA 
Area:
Civil Engineering, Applied Mathematics
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"Natarajan Sukumar"
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Publications

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Chin EB, Sukumar N. (2020) An efficient method to integrate polynomials over polytopes and curved solids Computer Aided Geometric Design. 82: 101914
Bishop JE, Sukumar N. (2020) Polyhedral finite elements for nonlinear solid mechanics using tetrahedral subdivisions and dual-cell aggregation Computer Aided Geometric Design. 77: 101812
Silva-Valenzuela R, Ortiz-Bernardin A, Sukumar N, et al. (2020) A nodal integration scheme for meshfree Galerkin methods using the virtual element decomposition International Journal For Numerical Methods in Engineering. 121: 2174-2205
Benvenuti E, Chiozzi A, Manzini G, et al. (2019) Extended virtual element method for the Laplace problem with singularities and discontinuities Computer Methods in Applied Mechanics and Engineering. 356: 571-597
Chin EB, Sukumar N. (2019) Modeling curved interfaces without element‐partitioning in the extended finite element method International Journal For Numerical Methods in Engineering. 120: 607-649
Liu C, Prévost JH, Sukumar N. (2019) Modeling branched and intersecting faults in reservoir-geomechanics models with the extended finite element method International Journal For Numerical and Analytical Methods in Geomechanics. 43: 2075-2089
Albrecht C, Klaar C, Pask JE, et al. (2018) Orbital-enriched flat-top partition of unity method for the Schrödinger eigenproblem Computer Methods in Applied Mechanics and Engineering. 342: 224-239
Chin EB, Bishop JE, Garimella RV, et al. (2018) Finite deformation cohesive polygonal finite elements for modeling pervasive fracture International Journal of Fracture. 214: 139-165
Pask JE, Sukumar N. (2017) Partition of unity finite element method for quantum mechanical materials calculations Extreme Mechanics Letters. 11: 8-17
Banerjee S, Sukumar N. (2017) Exact integration scheme for planewave-enriched partition of unity finite element method to solve the Helmholtz problem Computer Methods in Applied Mechanics and Engineering. 317: 619-648
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