Welcome to Ye Ji’s website.欢迎来到纪野的主页

Ye Ji is a Postdoctoral Researcher in the Numerical Analysis group of the Delft Institute of Applied Mathematics (DIAM), Faculty of Electrical Engineering, Mathematics & Computer Science (EEMCS), at the Delft University of Technology (TU Delft). Working at the interface of computer-aided design (CAD) and computer-aided engineering (CAE), he develops isogeometric analysis (IGA) methods that turn a CAD model into a discretization that is geometrically exact, mathematically well-posed, and fast to solve. The core of his research is analysis-suitable spline parameterization and mesh generation — optimization- and PDE-based constructions of injective, high-quality parameterizations and boundary parameter matching — together with fast and robust solvers based on preconditioned Anderson acceleration.

These methods have moved from theory into practice. Ye leads the development of SplineMesh, spline-based structured mesh generation for twin-screw machines that feeds the deforming-geometry CFD workflow of the commercial SCORG™ toolchain. His recent work extends IGA to semi-analytical thermal simulation of laser powder bed fusion (LPBF), an isogeometric lattice Boltzmann method (IGA-LBM) for flows on CAD-exact geometries, and a parameterization-driven arbitrary Lagrangian–Eulerian (ALE) method for large-deformation fluid–structure interaction. He is a co-developer of the open-source C++ library Geometry + Simulation Modules (G+Smo) and a reviewer for Mathematical Reviews.

I am happy to discuss collaborations on spline parameterization, mesh generation, and isogeometric methods for engineering applications — feel free to reach out by email.

纪野是代尔夫特理工大学(TU Delft)电气工程、数学与计算机科学学院(EEMCS)应用数学研究所(DIAM)数值分析组的博士后研究员。他的研究位于计算机辅助设计(CAD)与计算机辅助工程(CAE)的交叉领域,致力于发展等几何分析(IGA)方法,将 CAD 模型转化为几何精确、数学适定且可快速求解的离散模型。研究核心是分析适用的样条参数化与网格生成——包括基于优化和基于 PDE 的单射、高质量参数化构造以及边界参数匹配——以及基于预处理 Anderson 加速的快速、稳健求解器。

这些方法已从理论走向工程实践。他主导开发了 SplineMesh——面向双螺杆机械的基于样条的结构化网格生成模块,为商业 SCORG™ 工具链中的变形几何 CFD 流程提供网格。近期,他将 IGA 拓展至激光粉末床熔融(LPBF)的半解析热仿真、面向 CAD 精确几何流动模拟的等几何格子 Boltzmann 方法(IGA-LBM),以及面向大变形流固耦合的参数化驱动任意拉格朗日–欧拉(ALE)方法。他是开源 C++ 库 Geometry + Simulation Modules (G+Smo) 的联合开发者,并担任 Mathematical Reviews 评论员。

欢迎就样条参数化、网格生成及等几何方法的工程应用等方向开展合作交流,请通过邮件与我联系。

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