Thermal study of a tetramaterial cross section bar

Cyclic code codec and noise generator

Python script to solve the 1D heat equation and gain temperature distribution in a fin with Dirichlet or Neumann boundary condition at tip.

Python script to solve the 2D heat equation (Laplace's equation) and gain temperature distribution on a surface using Gauss-Seidel or ADI. method

Intro. to intelligent Vehicles (2021 Fall)

Thomas algorithm for a banded matrix. If KL = KU = 1 then the solver works similar to TDMA.

Basic finite difference methods applied in parabolic, elliptic and hyperbolic PDEs

Just for a simple experiment with TDMA (Tridiagonal Matrix Algorithm, aka Thomas algorithm).

Computing hydrodynamic interaction forces and torques between two spheres moving inside a viscous flow

Deterministic network emulator with microsecond timing precision written in Rust

This repository contains a MATLAB implementation of the Thomas Algorithm for solving linear systems of the form AX = B, where A is a tridiagonal matrix. The Tridiagonal Matrix Algorithm (TDMA) is an efficient method for such systems, commonly used in numerical methods like finite difference.

This repositary contains the MATLAB implementation of main numerical methods like Newton-Raphson, Simpson's integration and numerical ODE solver.

Simulation of synchronous and asynchronous system M|D|1 and Time Division Multiple Access system. Analysis their delay and average number of messages.

Python code for Tridiagonal Matrix Algorithm or Thomas Algorithm with n unknowns

Codes to some popular problems and methods in Viscous Flow Theory

De-synchronization of the slot shifting and 0(N) time complexity Guarantee algorithm.

A deep reinforcement learning model to learn the transmission pattern in a network and dynamically allocate the spectrum to nodes

This repository contains the Arduino programs for implementing an energy harvesting wireless sensor network (WSN) using the TDMA (Time Division Multiple Access) algorithm. These programs were developed as part of a research paper conducted at Ohio Northern University.

One-dimensional Transient Heat Conduction in a semi-infinite Domain