Yongxing Shen, Ph.D.

Affiliations: 
2008 Stanford University, Palo Alto, CA 
Area:
Materials Science Engineering, Mechanical Engineering, Electricity and Magnetism Physics
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"Yongxing Shen"

Parents

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Peter M. Pinsky grad student 2008 Stanford
 (Modeling electrostatic force microscopy and related techniques: Forward and inverse problems.)
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Publications

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Lai W, Gao J, Li Y, et al. (2020) Phase field modeling of brittle fracture in an Euler–Bernoulli beam accounting for transverse part-through cracks Computer Methods in Applied Mechanics and Engineering. 361: 112787
Zahiri S, Xu Z, Hu Y, et al. (2019) A semi-Lagrangian method to solve the nongray phonon Boltzmann transport equation International Journal of Heat and Mass Transfer. 138: 267-276
Wan Y, Xue T, Shen Y. (2019) The successive node snapping scheme: A method to obtain conforming meshes for an evolving curve in 2D and 3D Finite Elements in Analysis and Design. 153: 1-21
Li Y, Lai W, Shen Y. (2019) Variational h-adaption method for the phase field approach to fracture International Journal of Fracture. 217: 83-103
Shen Y, Mollaali M, Li Y, et al. (2018) Implementation Details for the Phase Field Approaches to Fracture Journal of Shanghai Jiaotong University (Science). 23: 166-174
Jiang F, Shen Y. (2018) Mapped Displacement Discontinuity Method: Numerical Implementation and Analysis for Crack Problems Journal of Shanghai Jiaotong University (Science). 23: 158-165
Mollaali M, Shen Y. (2018) An Elrod–Adams-model-based method to account for the fluid lag in hydraulic fracturing in 2D and 3D International Journal of Fracture. 211: 183-202
Zahiri S, Song J, Bao H, et al. (2017) Transient Micro-Nano Heat Conduction Analysis Using A Combination Of The Finite Difference Method, The Collocation Meshfree Method And The Discrete Ordinate Method Wit Transactions On Engineering Sciences. 118: 107-114
Shen Y, Wu C, Wan Y. (2017) Universal meshes for a branched crack Finite Elements in Analysis and Design. 129: 53-62
Chiaramonte MM, Shen Y, Lew AJ. (2017) Mapped finite element methods: High-order approximations of problems on domains with cracks and corners International Journal For Numerical Methods in Engineering. 111: 864-900
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