Contents
- Purpose
- Running the GUI
- Using the GUI
Purpose
The purpose of this Graphical User Interface (GUI) is to allow the user to view an animation of the Bus Suspension system with the step disturbance response plot. This allows the user to see the correlation between the plot and the systems physical response.
The animation and GUI are based on the Aircraft Pitch: State-Space Controller Design page. For more information on the system model please refer to the Aircraft Pitch: System Modeling page.
Running the GUI
To run the GUI you will need 2 files. Copy each of them to the directory in which you are running MATLAB.
pitchgui.fig - contains the graphical interface.
pitchgui.m - contains the GUI callback function.
Once these files are copied into your MATLAB directory, simply enter the following command:
pitchgui
The other file need not be run from the command window, it will be called separately by the GUI. The following figure should appear on your screen after the command has been executed:
Once you click on Run, the following figures should appear.
Using the GUI
Below are descriptions of each of the controls found in the GUI. These descriptions are intended to give the user a better understanding of what each control actually does. However, feel free to experiment with the controls and use this section as a reference for any questions you might have.
The first group of controls contains the Run, Reset and Exit buttons. These controls perform most of the work in the GUI.
Run - This button performs the simulation, plots the response in the upper-right portion of the window and runs the animation in the lower-right portion of the window.
Reset - This button clears the upper-right step response plot and sets the ball position and beam angle to zero in the lower-right plot. If a plot is not cleared, the next run will be graphed on the same plot. This is useful if you want to graphically see the effect of varying a parameter.
Exit - This button closes the GUI.
An example of the animation and response plot are shown below. The red line in the animation represents the plane's elevator control surface.
The next control allows you to set the weighting factor of the Q matrix for the LQR design method utilized in the animation. For more information on LQR and weighting factors for this problem click here.
Pitch Angle Weighting Factor - This editable text field weights the plane's pitch angle in the LQR controller. Increasing the weighting factor improves the plane's response, making it reach it's commanded position faster.
Feel free to change the weighting factor to see what happens!
The control shown below allows you to change the step input command.
Step Slider - The slider allows you to change the magnitude of the step input command. You can click on the arrows to move the slider, grab the the slider bar and move it, or click on the slider to change the step input. The current value of the step input is displayed in the upper portion of the box.
This next group of controls contains checkboxes that allow the user to change various features of the GUI.
Manual Advance - If this control is checked, the user is able to advance the animation and plot one frame at a time. The frames are advanced by pressing any key on the keyboard. This function is useful if the animation moves too fast for the user and will allow the user to better visualize the entirety of the system's motion.
Plot Separately - By checking this box the step response plot is graphed in its entirety before the animation is run.
Reference Input - This box is automatically checked when the GUI is run. By un-checking it the user removes the reference input term, Nbar, from the simulation. The reference input is used to correct steady-state errors common to full-state feedback systems.
Remember, this GUI is intended to be an interactive learning tool that will allow the user to get a feeling for how some basic control techniques and ideas are represented in the real world. Therefore, the user is encouraged to play around with this tool to enhance their understanding of controls.
Published with MATLAB® 9.2
