Second Slide is the requirements for the code for MATLAB

Plot the Unit Step Response of a Second Order System Assignment Part Three Feedback Control Systems is an advanced topic of special interest to Mechanical and Electrical Engineers. In this field, the design and control of automatic systems is desired to adjust and revise the system so that it achieves an outcome (output) that we desire. A classic example of a feedback control system is the flyball governor that was used on steam engines (old-old-old school engineering). It is a good example to review because its interactions can be deduced and its motions can be easily visualized. Before we get too far in to it .... Note that this is an exponential decay coupled with a sinusoid - you should be able to visualize/predict the type of responses that you will see from this function. This may look complicated but think about what you are given and what you want to solve for in the assignment. It is no more difficult to plot than the projectile motion project. Create a single plot of the unit-step response of this second-order system by calculating and plotting c(t) vs. t for the following parameters ... o Damping coefficient (5) = 0.1 Natural frequency (0) = 2.5 rad/s o Explore the plot before "finishing" with this section - be certain to adjust the length of the time vector to accurately capture the complete response of the system Use comments in your code to describe what you have observed. You may not use the function called "STEP" (a specialized MATLAB built-in routine) for solving this problem. Plot the Unit Step Response of a Second Order System Assignment Part Three Feedback Control Systems is an advanced topic of special interest to Mechanical and Electrical Engineers. In this field, the design and control of automatic systems is desired to adjust and revise the system so that it achieves an outcome (output) that we desire. A classic example of a feedback control system is the flyball governor that was used on steam engines (old-old-old school engineering). It is a good example to review because its interactions can be deduced and its motions can be easily visualized. Before we get too far in to it .... Note that this is an exponential decay coupled with a sinusoid - you should be able to visualize/predict the type of responses that you will see from this function. This may look complicated but think about what you are given and what you want to solve for in the assignment. It is no more difficult to plot than the projectile motion project. Create a single plot of the unit-step response of this second-order system by calculating and plotting c(t) vs. t for the following parameters ... o Damping coefficient (5) = 0.1 Natural frequency (0) = 2.5 rad/s o Explore the plot before "finishing" with this section - be certain to adjust the length of the time vector to accurately capture the complete response of the system Use comments in your code to describe what you have observed. You may not use the function called "STEP" (a specialized MATLAB built-in routine) for solving this