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Zhi-Qian ZHANG (Zhiqian Zhang)
Zhi-Qian ZHANG (Zhiqian Zhang)
Principle Scientist, Institute of High Performance Computing, A*STAR
Verified email at ihpc.a-star.edu.sg
Title
Cited by
Cited by
Year
Propagation of instability in dielectric elastomers
J Zhou, W Hong, X Zhao, Z Zhang, Z Suo
International Journal of Solids and Structures 45 (13), 3739-3750, 2008
1852008
Self-healing four-dimensional printing with an ultraviolet curable double-network shape memory polymer system
B Zhang, W Zhang, Z Zhang, YF Zhang, H Hingorani, Z Liu, J Liu, Q Ge
ACS applied materials & interfaces 11 (10), 10328-10336, 2019
1232019
Temporal stabilization of the node-based smoothed finite element method and solution bound of linear elastostatics and vibration problems
ZQ Zhang, GR Liu
Computational Mechanics 46, 229-246, 2010
972010
Immersed smoothed finite element method for two dimensional fluid–structure interaction problems
ZQ Zhang, GR Liu, BC Khoo
International Journal for Numerical Methods in Engineering 90 (10), 1292-1320, 2012
882012
Immersed smoothed finite element method for fluid–structure interaction simulation of aortic valves
J Yao, GR Liu, DA Narmoneva, RB Hinton, ZQ Zhang
Computational Mechanics 50, 789-804, 2012
862012
Giant voltage-induced deformation of a dielectric elastomer under a constant pressure
H Godaba, CC Foo, ZQ Zhang, BC Khoo, J Zhu
Applied Physics Letters 105 (11), 2014
772014
A three dimensional immersed smoothed finite element method (3D IS-FEM) for fluid–structure interaction problems
ZQ Zhang, GR Liu, BC Khoo
Computational Mechanics 51, 129-150, 2013
742013
An edge-based/node-based selective smoothed finite element method using tetrahedrons for cardiovascular tissues
C Jiang, ZQ Zhang, GR Liu, X Han, W Zeng
Engineering Analysis with Boundary Elements 59, 62-77, 2015
522015
A soft active origami robot
J Li, H Godaba, ZQ Zhang, CC Foo, J Zhu
Extreme Mechanics Letters 24, 30-37, 2018
492018
Selective smoothed finite element methods for extremely large deformation of anisotropic incompressible bio‐tissues
C Jiang, ZQ Zhang, X Han, GR Liu
International Journal for Numerical Methods in Engineering 99 (8), 587-610, 2014
492014
A cell‐based smoothed finite element method with semi‐implicit CBS procedures for incompressible laminar viscous flows
C Jiang, ZQ Zhang, X Han, G Liu, T Lin
International Journal for Numerical Methods in Fluids 86 (1), 20-45, 2018
482018
Shape optimization using reproducing kernel particle method and an enriched genetic algorithm
ZQ Zhang, JX Zhou, N Zhou, XM Wang, L Zhang
Computer methods in applied mechanics and engineering 194 (39-41), 4048-4070, 2005
452005
Dynamic pattern of wrinkles in a dielectric elastomer
H Godaba, ZQ Zhang, U Gupta, CC Foo, J Zhu
Soft matter 13 (16), 2942-2951, 2017
432017
A sharp-interface immersed smoothed finite element method for interactions between incompressible flows and large deformation solids
C Jiang, JY Yao, ZQ Zhang, GJ Gao, GR Liu
Computer Methods in Applied Mechanics and Engineering 340, 24-53, 2018
412018
An immersed smoothed finite element method for fluid–structure interaction problems
ZQ Zhang, J Yao, GR Liu
International Journal of Computational Methods 8 (04), 747-757, 2011
412011
A smoothed finite element method for analysis of anisotropic large deformation of passive rabbit ventricles in diastole
C Jiang, GR Liu, X Han, ZQ Zhang, W Zeng
International journal for numerical methods in biomedical engineering 31 (1 …, 2015
392015
Upper and lower bounds for natural frequencies: A property of the smoothed finite element methods
ZQ Zhang, GR Liu
International Journal for Numerical Methods in Engineering 84 (2), 149-178, 2010
382010
Coupling of SPH with smoothed point interpolation method for violent fluid-structure interaction problems
G Zhang, S Wang, Z Sui, L Sun, Z Zhang, Z Zong
Engineering Analysis with Boundary Elements 103, 1-10, 2019
372019
Phase field simulation for fracture behavior of hyperelastic material at large deformation based on edge-based smoothed finite element method
F Peng, W Huang, ZQ Zhang, TF Guo, YE Ma
Engineering Fracture Mechanics 238, 107233, 2020
322020
An edge‐based smoothed finite element method (ES‐FEM) using 3‐node triangular elements for 3D non‐linear analysis of spatial membrane structures
ZQ Zhang, GR Liu
International journal for numerical methods in engineering 86 (2), 135-154, 2011
322011
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