

Study with the several resources on Docsity
Earn points by helping other students or get them with a premium plan
Prepare for your exams
Study with the several resources on Docsity
Earn points to download
Earn points by helping other students or get them with a premium plan
A lab report for a digital simulation course, focusing on the analysis of h1(s) and h2(s) transfer functions. The report covers three parts: comparing the effects of zeros on the state space model, discussing the impact of zeros on mp, tr, and ts, and analyzing the effects of an extra pole. Tables, plots, and instructions for filling in missing data.
Typology: Lab Reports
1 / 3
This page cannot be seen from the preview
Don't miss anything!


Report By: Alan Gostin Lab Partner: Vlad Vladimerou Lab TA: Alan Gostin Section: Thursday at 10:
Compare the plots of y_dot and y obtained in Part 1 of the lab with the plots previously made for the prelab. Why are they identical? Attach plots – if your prelab plot was wrong, fix it and attach the corrected plot.
Fill the table and attach plot for part II. Property No Zero H 1 (s) H 2 (s) with Zero at s = - H 2 (s) with Zero at s = - H 2 (s) with Zero at s = -1. H 2 (s) with Zero at s = 1. H 2 (s) with Zero at s = 18 Mp obs % % % % % % % tr obs (s) ts obs (s) Table 1: Effects of Zero
Explain how Mp, tr, and ts are affected by the zero’s location. When can the zero be ignored?
What is unique in this situation? Explain how Mp, tr, and ts are affected by the zero’s location.
Split H 2 into 2 fractions. Discuss how this decomposition helps to explain the effect of the zero location. Also discuss α’s effect. What happens when α is negative?
Fill the table and attach plot for part III. Attach Plots. Property No Zero H 1 (s) H 3 (s) with Pole at s = - H 3 (s) with Pole at s = - H 3 (s) with Pole at s = -1. Mp obs % % % % % tr obs (s) ts obs (s) Table 2: Effects of Extra Pole
Explain how Mp, tr, and ts are affected by the location of the additional pole. When can the extra pole be ignored?
Use partial fraction expansion. Discuss how this decomposition helps to explain the effect of the location of an additional pole.