Assistant Professor 助理教授 博士生導師
Department of Civil and Environmental Engineering 土木與環境工程系
University of Macau 澳門大學
Qi Zhang received his M.Sc. and Ph.D. in Civil and Environmental Engineering (area of Mechanics and Computation) from Stanford University under the supervision of Professor Ronaldo I. Borja. Before joining the University of Macau, he worked as a Research Assistant Professor in collaboration with Professor Zhen-Yu Yin.
My research interests span several areas:
I. Double porosity media 什麼是雙重孔隙介質?
實際的雙重孔隙土壤樣品(附有掃描電鏡圖像)以及雙重孔隙介質的示意圖,其中包含多個不同的長度尺度,它們之間滿足 LM, Lm ≪ LREV ≪ L. 在每個宏觀物質點上,同時存在兩個壓力場 pM 和 pm
II. Double porosity media poroelastic coefficients derivation 雙重孔隙介質多孔彈性常數推導(特別針對各向異性材料)
III. Double porosity media hydromechanical coupling (time scale difference) 雙重孔隙介質流固耦合(時間尺度差異)
IV. Thermo-hydro-mechanical coupling in porous media (pipeline penetration simulation) 多孔介質熱流固耦合 (管道貫入模擬) 100℃ pipeline / 5℃ soil
FEM and PDE tool for fractured shale: This repository provides a MATLAB-based framework for simulating gas flow and solid deformation in unconventional anisotropic shale. The code is intended for a variety of scenarios and supports multiple fluid types, finite element formulations, and constitutive models.
Point simulation: This repository summarized several elastoplastic constitutive models, which are given in the time-integrated fully implicit form. Some classical stresss point simulations are also provided. Following constitutive models are considered: (1) ideal Drucker-Prager plasticity; (2) Modified Cam-Clay in which the isotropic elastic matrix is updated explicitly; (3) anisotropic MCC model for transversely isotropic rocks such as shale; (4) saturation-dependent anisotropic elasticity.
Feel free to send me an email (qizhang01@outlook.com) or stop by my office at E11-3009 if you are interested in my research. For potential Ph.D. students, please first read the university general guidelines here. The current university scholarship type is called UM PhD Teaching Research Assistant. Previous experience in numerical modeling is greatly appreciated.
The University-Funded Postdoctoral Fellow application could be find here.