Highlights
The kinematic equations are as follow.
x ? = V cos(? + ?)
y ? = V sin(? + ?)
? ? =V/lr sin(?)
tan(?) = lr/lf + lr tan(?f )
Your task is to design a steering controller that allows the vehicle to change lanes, and to track a lane stably. The design must satisfy the following requirements:
• The vehicle will use a cruise control to drive at a nominal velocity of 60km/hr.
• The vehicle must be able to change lanes when prompted.
• During lane changes, the vehicle must not intrude other lanes.
• Your mechatronic engineering team has provided you with an electrically actuated steering mechanism. The imperfection of this actuator must be accounted for.
• The steering angle (?f ) has a physical limit of ±10?
Question:
• Generate a model of the steering actuator experimentally. You may want to consider using sine-wave inputs and estimating a model from
the resulting outputs.
• Derive a linearized model of the equation of motion. Hint: You may want to use a suitable nonlinear coordinate change to simplify the
process.
• Design a controller for the requirement, using the method of your choice.
• Bonus: Because our coordinate frame is with respect to the world, it is difficult to consider more complicated scenarios such as cornering.
Consider attaching the coordinate frame to the road, so that the x-axis is tangential to the road. Considering road variations as disturbance
input, design a controller to maintain the road centre.
• Prepare a technical report of professional standard. This will be presented to other engineers working on the project.© Copyright 2025 My Uni Papers – Student Hustle Made Hassle Free. All rights reserved.