Complete the code to simulate the load disturbance response in Simulink.
sim('load_disturbance_model', [1])
The simulation time is set to 20 seconds to observe the load disturbance response clearly.
Complete the code to add a step disturbance input at 5 seconds.
disturbance = stepinput('Step', 'Time', [1], 'Amplitude', 1);
The disturbance step is applied at 5 seconds to observe the system's reaction.
Fix the error in the code to correctly plot the load disturbance response.
plot(simout.time, [1].signals.values);The variable load_response contains the system output to plot against time.
Fill both blanks to create a dictionary of response times and overshoot values.
response_metrics = [1](time=load_response.time, [2]=load_response.signals.values);
We use a dictionary to map 'time' to the time vector and 'values' to the response values.
Fill all three blanks to filter response values greater than 0.5 and create a new dictionary.
filtered_response = {k: v for k, v in response_metrics.items() if v[1] [2] and k [3] 'values'}This comprehension keeps items where the value is greater than 0.5 and the key is not 'values'.