Technical Blogs
Evaluation of Adjoint Sensitivity Analysis for Displacement-controlled Topology Optimization Methods
Derivation_sensitivity.pdf2. Geometric Multigrid and V-Cycle
Multigrid methods are used to solve large system of equations arising from discretization of PDEs. They are highly efficient and scalable, often used in computational science and engineering for problems such as fluid dynamics, structural analysis, and more. The key concepts for understanding multigrid methods are the operations: "restriction" and "prolongation". Here I have tried to demystify these through a simple demo with Python based code snippets for those willing to implement it. See the complete article on LinkedIn.
3. Articles that I find interesting & useful