Modeling of Motorcycle Suspension

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Issue Date
2020-04
Authors
Papagianis, Ari
Johnson, Ashleigh
Dziubek, Andrea, Advisor
Publisher
2020 Student Project Showcase, SUNY Polytechnic Institute
Keywords
motorcycles , suspension geometry , modeling , spring dampener system , Newton's Laws of Motion , differential equations
Abstract
This project dives into the workings of suspension geometry on a motorcycle. The modeling can easily be modifies to model a car, ATV, or any kind of vehicle utilizing a spring dampener system. The project focuses on the modeling of suspension components, using newtons laws of motion to create a system of first order differential equations, using multiple numerical methods to solve the system, plotting the results, and showing an animation to give a more visual representation. The project can be accessed by clicking on the following link: https://us-lti.bbcollab.com/recording/2405262109174abe93218343dcb5cb2b
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