Highly accomplished Doctoral Researcher specializing in computational mechanics and applied superconductivity, with expertise in finite element methods and peridynamic differential operators. Proven ability to develop and apply advanced simulation techniques for complex electromagnetic-thermal coupling problems in high-temperature superconducting materials, evidenced by multiple peer-reviewed publications. Seeking to leverage advanced research capabilities and analytical rigor to drive innovation in a challenging R&D environment.
Doctoral Researcher, Computational Mechanics & Applied Superconductivity
Lanzhou, Gansu, China
→
Summary
Leading advanced research in computational mechanics and applied superconductivity, focusing on developing novel simulation techniques for high-temperature superconducting materials to address critical engineering challenges.
Highlights
Spearheaded the development and application of finite element methods and peridynamic differential operators, enhancing simulation accuracy for complex electromagnetic-thermal coupling in high-temperature superconducting bulks.
Authored and co-authored 6 peer-reviewed publications in leading journals (e.g., Engineering Analysis with Boundary Elements, Journal of Applied Physics, Arxiv, Cryogenics), contributing significant advancements to computational models in superconductivity.
Conducted comprehensive numerical analysis of electromagnetic behavior in D-shaped coils for toroidal field magnets, optimizing design parameters and predicting performance.
Pioneered a modified J model for efficiently calculating electromagnetic fields in ReBCO no-insulation pancake coils using an explicit-implicit hybrid algorithm, significantly improving computational efficiency and accuracy.
→
Doctor
Computational Mechanics & Applied Superconductivity
→
Master
Computational Mechanics & Applied Superconductivity
→
Bachelor
Engineering Physics
Published by
Engineering Analysis with Boundary Elements
Summary
Investigated electromagnetic-thermal coupling in high-temperature superconducting bulks using a peridynamic differential operator approach.
Published by
Journal of Applied Physics
Summary
Conducted numerical analysis to understand the electromagnetic behavior of D-shaped coils, critical for toroidal field magnet design.
Published by
Arxiv
Summary
Developed an explicit-implicit hybrid algorithm and a modified J model for efficient and accurate calculation of electromagnetic fields in ReBCO no-insulation pancake coils.
Published by
Cryogenics
Summary
Published in Cryogenics, this work details an explicit-implicit hybrid algorithm and modified J model for accurate electromagnetic field calculations in ReBCO no-insulation pancake coils.
Published by
Unknown
Summary
Developed a hybrid algorithm for efficient calculation of electromagnetic fields, likely for ReP materials, using an explicit-implicit approach.
Finite Element Method (FEM), Peridynamic Differential Operator, Numerical Analysis, Mathematical Modeling, Algorithm Development.
High-Temperature Superconductors (HTS), Electromagnetic Simulation, Thermal Coupling Simulation, ReBCO Coils, D-shaped Coils, Toroidal Field Magnets, J Model.
Scientific Writing, Peer-Reviewed Publication, Data Analysis, Problem Solving, Experimental Design.