Sheng-Wei Chi, Ph.D.
Affiliations: | 2009 | University of California, Los Angeles, Los Angeles, CA |
Area:
Civil Engineering, Biomedical EngineeringGoogle:
"Sheng-Wei Chi"Parents
Sign in to add mentor| Jiun-Shyan Chen | grad student | 2009 | UCLA | |
| (Image-based computational mechanics frameworks for skeletal muscles.) | ||||
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Publications
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| Kamali N, Mahdavi A, Chi S. (2020) Numerical study on how heterogeneity affects ultrasound high harmonics generation Nondestructive Testing and Evaluation. 35: 158-176 |
| Mahdavi A, Chi S, Atif MM. (2020) A two-field semi-Lagrangian reproducing kernel model for impact and penetration simulation into geo-materials Computational Particle Mechanics. 7: 351-364 |
| Atif MM, Chi S, Grossi E, et al. (2019) Evaluation of breaking wave effects in liquid sloshing problems: ANCF/SPH comparative study Nonlinear Dynamics. 97: 45-62 |
| Kamali N, Tehrani N, Mostavi A, et al. (2019) Influence of Mesoscale and Macroscale Heterogeneities in Metals on Higher Harmonics Under Plastic Deformation Journal of Nondestructive Evaluation. 38: 1-13 |
| Mahdavi A, Chi S, Zhu H. (2019) A gradient reproducing kernel collocation method for high order differential equations Computational Mechanics. 64: 1421-1454 |
| Siriaksorn T, Chi S, Foster C, et al. (2018) u‐p semi‐Lagrangian reproducing kernel formulation for landslide modeling International Journal For Numerical and Analytical Methods in Geomechanics. 42: 231-255 |
| Liang S, Chen J, Li J, et al. (2017) Numerical investigation of statistical variation of concrete damage properties between scales International Journal of Fracture. 208: 97-113 |
| Chi S, Siriaksorn T, Lin S. (2017) Von Neumann stability analysis of the u---p reproducing kernel formulation for saturated porous media Computational Mechanics. 59: 335-357 |
| Chi SW, Lin SP. (2016) Meshfree analysis with the aid of NURBS boundary Computational Mechanics. 1-19 |
| Chi S, Chen J, Hu H. (2014) A weighted collocation on the strong form with mixed radial basis approximations for incompressible linear elasticity Computational Mechanics. 53: 309-324 |