Difference between revisions of "ECE 280/Fall 2021/Final"

From PrattWiki
Jump to navigation Jump to search
(Created page with "This page lists the topics covered on the final exam for ECE 280 Fall 2021. This will cover everything through Homework 9 and all lecture material. Whil...")
 
 
Line 11: Line 11:
 
#* Be able to determine a differential equation from a Laplace Transform-based transfer function and vice versa.
 
#* Be able to determine a differential equation from a Laplace Transform-based transfer function and vice versa.
 
#* Be able to solve a differential equation with potentially non-zero initial conditions and potentially non-constant forcing functions.
 
#* Be able to solve a differential equation with potentially non-zero initial conditions and potentially non-constant forcing functions.
 +
#* Be able to set up equations for a circuit using Unilateral Laplace Transform-based impedances and source representations (and solve if relatively simple).
 
#* Be able to write transfer functions for inverting, reactive op-amp circuits  
 
#* Be able to write transfer functions for inverting, reactive op-amp circuits  
#* Be able to set up equations for a circuit using Unilateral Laplace Transform-based impedances and source representations (and solve if relatively simple).
+
 
  
 
==Equation Sheet==
 
==Equation Sheet==

Latest revision as of 19:51, 6 December 2021

This page lists the topics covered on the final exam for ECE 280 Fall 2021. This will cover everything through Homework 9 and all lecture material. While there is no example final exam, there are sample tests for Dr. G at Test Bank.

Test II Coverage

  1. Everything on Test 1
  2. Everything on Test 2
  3. Laplace Transforms
    • Understand that a Bilateral Laplace Transform is incomplete without its accompanying ROC or some statement that makes it possible to determine the correct ROC (i.e. "a causal signal..." or "a stable signal..."); the ROC for a Unilateral Laplace Transform is everything to the right of the right-most pole (if there is one) or the whole plane.
    • Be able to determine Laplace and Inverse Laplace Transforms using the tables; for Inverses this also means being able to do partial fraction expansion, including for repeated roots.
    • Know how to identify when a MOAT will be useful and how to get the coefficients for it.
    • Understand how the ROC relates to system stability and causality as well as signal sidedness.
    • Be able to determine a differential equation from a Laplace Transform-based transfer function and vice versa.
    • Be able to solve a differential equation with potentially non-zero initial conditions and potentially non-constant forcing functions.
    • Be able to set up equations for a circuit using Unilateral Laplace Transform-based impedances and source representations (and solve if relatively simple).
    • Be able to write transfer functions for inverting, reactive op-amp circuits


Equation Sheet

The following equation sheet will be provided with the test. Equation Sheet

Specifically Not On The Test

  1. Maple
  2. MATLAB
  3. Python
  4. Turboencabulation