FEM · PDEs · Scientific Computing · Multiphysics

Numerical simulation for multiphysics systems.

PhyNumerics is a technical portfolio and early-stage scientific computing brand focused on finite element methods, numerical PDEs, verification, and engineering simulation.

FEMFinite element formulation and implementation
PDENumerical methods for scientific models
MMSVerification by manufactured solutions
MATLAB/PythonResearch-grade computing workflow

Portfolio direction

This website is designed to make the technical work visible to employers, collaborators, and future clients while keeping private research code protected.

Reusable FEM Framework

A private MATLAB-based computational framework for assembling and solving PDE models with sparse systems, boundary conditions, verification tests, and visualization.

MATLABFEMSparse matrices

Verification Case Studies

Public-facing case studies show problem statements, weak forms, numerical results, convergence behavior, and figures without exposing proprietary implementation details.

MMSConvergenceReports

Scientific Computing Services

Early service direction: custom FEM solver development, MATLAB/Python implementation, code verification, simulation reports, and numerical model prototyping.

ConsultingSimulationPDEs

Preparing for graduation and technical roles

PhyNumerics presents a clear career identity: computational mathematics, finite element methods, numerical PDEs, and simulation software for scientific and engineering systems.