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MRLintern/README.md

Hello 👋, I'm Matthew Lintern-Monro, but I go by Matt

Contact Me:

Interests

  • Languages I prefer developing with: C, Modern C++, Fortran, Rust & Golang.

  • High Performance Computing. E.g OpenCL & SYCL; I'll be doing some projects using these (at some point in the next couple of months).

  • Computational Science.

  • Systems Programming: E.g. Operating Systems/Kernel Development & Compiler Development

  • Scientific Programming: E.g. Modelling and Simulation of problems in Fluid Dynamics & the Physical Sciences.

  • Applied Mathematics: E.g. Numerical Analysis: Numerical Linear Algebra and Numerical Ordinary/Partial Differential Equations.

What I'm up to?

  • Developing a Modern Fortran Solver for 2D Heat Diffusion Through Different Geological Materials. Makes use of OOP techniques and the OpenMP API. Project Name: 2DGeoHF.

  • viscousRiver: a C++ solver for modelling a Viscous Fluid flowing through a Channel. Makes use of the Finite Element Method (FEM) and the Eigen Template Library (Eigen) for the Algebra.

  • Developing a C++ Solver for the Burgers Equation for 2D Channel Flow. Concepts/tools that will be utilised: OOP, the Finite Element Method (FEM) and the Eigen Template Library for the Algebra. Project Name: 2D_BurgerFEM.

Projects that are Comming Up

  • Re-developing the NavierStokes-2D-ChannelFlow Fortran Solver from a Serial to a Parallel version, making use of OOP techniques and the OpenMP API.

  • sigPro. This is a Dynamic Library (.SO) developed in Modern C++, (hopefully C++20), which allows user to perform basic Signal Processing tasks. E.g. converting spacial or temporal data into frequency data via the Discrete Fourier Transform (DFT).

  • fastDFT. Using OpenCL to develop a solver for the Discrete Fourier Transform (DFT).

  • lidFlowFVM. This is a C++ solver, which models Lid-Driven Cavity Flow. The Discretization Method used will be the Finite Volume Method (FVM). Everything else will be developed by myself.

  • Developing Unit Tests for a number of solvers developed in C. See repositories from High Performance Computing Applications for Physical Simulation.

  • A Dynamic Library called cfvmLib, developed in C++, (hopefully C++20), for problems in Fluid Dynamics. The Discretization Method used will be the Finite Volume Method (FVM). Linear problems will be tackled first; hopefully Non-Linear problems will be tackled not too far down the line!

  • Linux Kernel called basix.

  • Operating Systems: Three Easy Pieces. I've been meaning to read this for years!

  • Compiler using C. Language implementation will (hopefully) be with Rust.

  • Operating System developed in Rust. Project Name: ros.

  • RDBMS (SQL) developed in C++. Hopefully look at doing this with C++20. Project Name: CDB++.

  • Distributed File System development in Golang. Project Name: GoDistIt.

  • Rust version of Git. Project Name: RustIt.

  • Compiler Development using LLVM.

  • Heterogeneous Programming: Using SYCL to develop a Numerical Solver for the Linear 2D Heat/Diffusion Equation. Could be any Partial Differential Equation; TBC.

Top Languages

Top Langs

Tools and Technologies

Programming Languages
Scripting
Data Analytics
Text Editors
Databases
Other

Sample Projects (at the click of a button)

Below shows a list of links to some of my repositories.

Systems Programming

Scientific Computing

High Performance Computing Applications for Physical Simulation

Pinned Loading

  1. NavierStokes-2D-ChannelFlow NavierStokes-2D-ChannelFlow Public

    2D Navier-Stokes Equation Solver. Discretized using Finite Differences and solved via the Successive Over-Relaxation (SOR) Method.

    Fortran 4

  2. cppHTOP cppHTOP Public

    System Monitor similar to htop which displays Computer System Processes in Real-Time.

    C++

  3. Shallow_Water_Equations Shallow_Water_Equations Public

    Application of the Shallow Water Equations to Oceanography & Planetary Atmospheres

    MATLAB 1

  4. 2D_Poisson_Equation_OpenMP 2D_Poisson_Equation_OpenMP Public

    2D Poisson Equation Solver. Discretized using the Finite Difference Method & Solved by Parallelising the Jacobi Iterative Method via the OpenMP API.

    C 1 1

  5. Boundary-Value-Problem_Library Boundary-Value-Problem_Library Public

    A C++ Designed Library used for Solving Boundary Value Problems (BVP). More of a Header File than a .SO library (Linux) or .DLL (Windows)

    C++

  6. viscousRiver viscousRiver Public

    a C++ solver for modelling a Viscous Fluid flowing through a Channel. Makes use of the Finite Element Method (FEM) and the Eigen Template Library (Eigen) for the Algebra.

    C++