h59159 s 00008/00005/00064 d D 1.12 23/11/30 16:03:51 bevans 12 11 c Up e s 00007/00007/00062 d D 1.11 23/11/27 23:25:55 bevans 11 10 c Up e s 00011/00000/00058 d D 1.10 21/12/02 13:49:00 bevans 10 9 c Updated e s 00002/00002/00056 d D 1.9 21/11/14 09:53:09 bevans 9 8 c Updaated e s 00001/00001/00057 d D 1.8 21/07/13 22:20:06 bevans 8 7 c Updated e s 00008/00003/00050 d D 1.7 21/07/13 22:04:05 bevans 7 6 c Updated e s 00002/00002/00051 d D 1.6 21/05/28 15:55:01 bevans 6 5 c Updated e s 00002/00000/00051 d D 1.5 18/12/06 22:51:41 bevans 5 4 c Updated e s 00001/00001/00050 d D 1.4 18/12/03 18:46:31 bevans 4 3 c Updated e s 00006/00003/00045 d D 1.3 18/11/28 07:51:47 bevans 3 2 c Updated e s 00002/00003/00046 d D 1.2 18/06/05 20:57:02 bevans 2 1 c Updated e s 00049/00000/00000 d D 1.1 17/12/05 02:08:06 bevans 1 0 c date and time created 17/12/05 02:08:06 by bevans e u U f i f e 0 t T I 1 Lecture 17: The Laplace Transform

EE 313 Linear Systems and Signals - Lecture 17

Lecture by Prof. Brian L. Evans

Announcements

Homework #9 D 2 is due on Monday, Dec. 11th, by 12:30pm, through Canvas submission.
Final exam is on Monday, Dec. 18th, 9:00am-12:00pm, in EERC 1.516 and EERC 1.518. E 2 I 2 is due on Monday, Dec. 10th, by 5:00pm, through Canvas submission.
Final exam is TBA. E 3 I 3 D 9
Homework #10 D 4 is due on Frdiay, Dec. 7th, by 5:00pm, through Canvas submission. E 4 I 4 D 6 is due on Monday, Dec. 10th, by 5:00pm, through Canvas submission. E 6 I 6 is due on Friday, Dec. 3rd, by 5:00pm, through Canvas submission. E 9 I 9
Homework #9 D 11 is due on Friday, Dec. 3rd, by 11:59pm, through Canvas submission. E 11 I 11 is due on Friday, Dec. 1st, by 11:59pm, through Canvas submission. E 11 E 9 E 6 E 4
Final exam is on D 6 Wednesday, Dec. 19th, 2:00-5:00pm. E 6 I 6 D 11 Friday, Dec. 10th, 9:00am-12:00pm. E 11 I 11 D 12 Monday, Dec. 11th, 8:00am-10:00am. E 12 I 12 Monday, Dec. 11th, 202, 8:00am-10:00am. E 12 E 11 E 6 E 3 E 2

Lecture

Lecture slides on The Laplace Transforms in PowerPoint format. I 12
- Impulse response of an integrator
- Supplemental Chapter on Laplace Transforms on Canvas
Fall 2018 Lecture notes taken by Mr. Houshang Saliman (TA) E 12 I 11

Supplemental Information

Pillars of Electrical Engineering
- Fourier analysis (frequency domain)
- Probability/uncertainty
Pillars of Computer Engineering
- Complexity (e.g asymptotic complexity)
- State (e.g. initial conditions being zero means system state is zeroed out)
Machine learning encompasses all four pillars E 10 I 5 D 7
Lecture notes taken by Mr. Houshang Salimian (TA) E 5 I 3
Supplemental E 7 I 7 D 12
Supplemental E 7 Chapter on Laplace Transforms on Canvas E 3 D 11

I 7 D 8

Lecture

E 8 I 8

Supplemental Material

E 8

Fall 2018 Lecture notes taken by Mr. Houshang Saliman (TA) E 12

E 7

Last updated %G%. Send comments to Prof. Evans at bevans@ece.utexas.edu E 1