Sharmin, could you be more precise on what input/output you need?
I do have a model for a four wheeled car based on the equations of motion given in [1]. The vehicle model is developped to examine lateral, yaw and roll dynamics (Pitch is not included, which makes the model unsuitable for longitudinal dynamics).
INPUT: steering angle
OUTPUT: longitudinal, lateral and yaw velocity + (roll possible)
Furthermore, be aware that each vehicle model has its restrictions. In the model I mentioned above, the tires are assumed to be linear. This property makes the model unsuitable for large steering (and slip) angles. If you'd like to examine a more precise cornering behaviour, you'll need to possess tire data.
[1] H.B. Pacejka, Tire and Vehicle Dynamics 2nd Edt.
I want to make an autonomous vehivle having the property of obstacl detection and path following. I am a novice researcher so i am even struggling to find my path. Thnx for ur help . Plz help me with ur valued advices.
yes i want to use MATLAB..i have already installed MATLAB in my pc..it will be a great help if u can send me the m.files..i will be grateful.my input will be steering angle(delta) and the output will be the velocity,yaw and also roll with respect to time.@laurent
At the book "Dynamic Modeling and Control of Engineering Systems" by Kulakowski et al. from Cambridge University Press you can find the mathematical model for a quarter suspension system for a car. At the book "Introduction to Dynamic Systems Analysis" by T.D. Burton from Mc Graw Hill you will find the mathematical model for a four wheeled car.
first of all you have to decide wich variables are more important for yor controller, are you considering steering system only? or brake system, or any other, then you can try starting with 1/4 model or with a bike model, a very easy to understand book can be "fundamentals of vehicle dynamics" by T. Gillespie.
You can find a fully developed 14-DOF vehicle model in MATLAB with a time efficient suspension model and a reprogrammed full set MF tire model in http://alturl.com/shn64, in addition, this work formulated and solved the complicated optimal design and control problems of a 4-IWD electric race car on a given track in curvilinear coordinate system.