Degang Chen, former graduate student
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Academic Department:

Mechanical Engineering (ME)

Advisor: Paden

Current position: Professor, ECE Dept., Iowa State University (last updated: )

Recent Publications:

Chen H, Min C, Gibou F. A Numerical Scheme For the Stefan Problem on Adaptive Cartesian Grids With Supralinear Convergence Rate. Journal of Computational Physics. 2009;228.
Zhao B, Pesika N, Zeng H, Wei Z, Chen Y, Autumn K, et al. Role of Tilted Adhesion Fibrils (setae) In the Adhesion and Locomotion Of Gecko-like Systems. Journal of Physical Chemistry B. 2009;113:3615–3621.
Ng YT, Chen H, Min C, Gibou F. Guidelines For Poisson Solvers on Irregular Domains With Dirichlet Boundary Conditions Using the Ghost Fluid Method. Journal of Scientific Computing. 2009;41:300–320.
Zhao B, Pesika N, Zeng H, Wei Z, Chen Y, Autumn K, et al. Role of Tilted Adhesion Fibrils (setae) In the Adhesion and Locomotion Of Gecko-like Systems. Journal of Physical Chemistry B. 2009;113.
Zeng H, Pesika N, Tian Y, Zhao B, Chen Y, Tirrell M, et al. Frictional Adhesion of Patterned Surfaces and Implications For Gecko and Biomimetic Systems. Langmuir. 2009;25:7486–7495.
Zhao B, Pesika N, Zeng H, Wei Z, Chen Y, Autumn K, et al. Role of Tilted Adhesion Fibrils (setae) In the Adhesion and Locomotion of Gecko-like Systems. Journal of Physical Chemistry B. 2009;113.
Zhao B, Pesika N, Zeng H, Wei Z, Chen Y, Autumn K, et al. Role of Tilted Adhesion Fibrils (setae) In the Adhesion and Locomotion of Gecko-like Systems. Journal of Physical Chemistry B. 2009;113:3615–3621.
Chen H, Min C, Gibou F. A Numerical Scheme For the Stefan Problem on Adaptive Cartesian Grids With Supralinear Convergence Rate. Journal of Computational Physics. 2009;228:5803–5818.
Gibou F, Chen L, Nguyen D, Banerjee S. A Level Set Based Sharp Interface Method For the Multiphase Incompressible Navier-stokes Equations With Phase Change. Journal of Computational Physics. 2007;222:536–555.
Chen H, Min C, Gibou F. A Supra-convergent Finite Difference Scheme For the Poisson and Heat Equations on Irregular Domains and Non-graded Adaptive Cartesian Grids. Journal of Scientific Computing. 2007;31.