Central-Difference-Method-Simulation-Dynamics

This MATLAB code implements the Central Difference Method to simulate the dynamic response of a system subjected to a harmonic force. It calculates the displacement at each time step, providing a table of results and a plot for visualization.

Harmonic Force Simulation using Central Difference Method

This MATLAB code simulates the dynamic response of a system subjected to a harmonic force using the Central Difference Method. It calculates the displacement at each time step, providing a table of results and a plot for visualization.

Table of Contents

• Introduction
• Features
• System Parameters
• Usage
• Results
• Dependencies
• License

Introduction

This repository contains MATLAB code that utilizes the Central Difference Method to simulate the dynamic behavior of a system under the influence of a harmonic force. The simulation focuses on calculating the displacement at various time steps.

Features

• Central Difference Method: Numerical integration technique for dynamic systems.
• Harmonic Force Simulation: Simulate displacement over time in response to a harmonic force.
• Results Visualization: Table summarizing key results and a plot for better insights.

System Parameters

The simulation considers the following system parameters:

• Eigen-frequency (wn)
• Damping ratio (eta)
• Mass (M)
• Stiffness (K)
• Damping (C)
• Time step (dt)
• Harmonic force amplitude (F0)
• Pulsation of the harmonic force (w)

Usage

1. Clone the repository:

   git clone https://github.com/sandslamsal/Central-Difference-Method-Dynamics.git