You can access the full source code and documentation on GitHub:
🔗 github.com/Samson-Mano/Plane_frame_analyzer
The Plane Frame Analyzer is a standalone desktop application developed in VB.NET for the modelling and analysis of 2D frame (plane frame) structures. It allows engineers, students, and researchers to easily define frame geometries, assign loads and boundary conditions, and compute structural responses using the Finite Element Method (FEM).
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You can access the full source code and documentation on GitHub:
🔗 github.com/Samson-Mano/Truss_static_analysis_cpp
C++ Repository: https://github.com/Samson-Mano/Truss_static_analysis_cpp
The Plane Truss Analyzer is a standalone desktop application developed in VB.NET for the modelling and analysis of 2D truss (plane truss) structures. It allows engineers, students, and researchers to easily define truss geometries, assign loads and boundary conditions, and compute structural responses using the Finite Element Method (FEM).
You can access the full source code and documentation on GitHub:
🔗 github.com/Samson-Mano/continuous_beam_analysis
The Continuous Beam Analyzer is a standalone desktop application developed in VB.NET for the modelling and analysis of indeterminate continuous beams subjected to various loads, including point loads, uniformly varying loads, and moments. This powerful tool enables users to analyze the behaviour of continuous beams and obtain important structural parameters such as deflection, bending moment, and shear force.
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Pulse Excitation 2D System (Eigen values and Response of 2D Truss)
Download URL : https://github.com/Samson-Mano/Pulse_excitation_2D_system
Download the source code & theory: https://github.com/Samson-Mano/2D_Heat_transferÂ
Example mesh: https://github.com/Samson-Mano/2D_Heat_transfer/tree/master/Heat2D_solver/Example_meshesÂ
C++ Upgraded version: https://github.com/Samson-Mano/Heat2D_solver_cpp
2D Heat Transfer Solver, a powerful tool for finite element analysis of steady-state 2D heat transfer problems. This software is designed to handle scenarios where temperature differences exist within a body or between a body and its surrounding medium. It proficiently solves conduction and convection problems, providing valuable insights into heat distribution.