21:58

Lecture 13_3: The Fourier Transform

10:25

Lecture 13_2: Gibbs’ phenomenon

05:07

Lecture 13_1: RMS value of a sinusoid

21:29

Lecture 12_2: Filtering ripple

30:02

Lecture 12_1: Rectifiers

30:23

Dirichlet’s & Parseval’s Thms

20:54

Lecture 11_2: Real sinusoidal form

30:31

Lecture 11_1: Fourier series

34:27

Lecture 10_4: Bode plot for std. 2nd-order system

33:43

Lecture 10_3: Bode plot for standard 1st-order system

38:46

Lecture10_1: Stability

45:36

Lecture 10_2: Frequency responses of LTI systems

25:03

Lecture 8_3: Cruise control revisited

25:03

Lecture 8_3: More complex transfer functions

15:36

Lecture 8_4: More complex poles

15:36

Lecture 8_4; Effect of an additional pole

27:02

Lecture 8_2: The standard 2nd-order system

15:33

Lecture 8_1: Cruise control (ctd)

24:56

Lecture 7_3: Responses of LTI systems

29:59

Lecture 7_5: Cruise-control example

18:42

Lecture 7_4: The standard first-order system

11:24

Lecture_7_2: Transfer functions

23:18

Lecture_7_1: Exponential inputs

33:00

Lecture_6_3: Impulse response & convolution

19:05

Lecture_6_1: Signals & systems

34:15

Lecture_6_2: System properties

18:25

February 21, 2021

10:13

Lecture_5_3: The transform of the impulse

16:53

Lecture_5_2: The unit impulse function

12:41

Zero-state and zero-input responses

18:43

Initial-value problems

29:01

The final-value theorem

14:05

Rational functions

20:27

The Initial-value theorem

14:05

February 1, 2021

14:10

Lecture_3_3: Convolution

11:53

Example of convolution

20:08

Lect. 3-1: More transforms

32:12

Lecture_3_2: Transform properties

27:20

Lecture_1_2: A geometrical example

21:08

Lecture_1_3: A Partial Differential Equation

41:19

Lecture_1_1: Introduction

22:34

Lecture 0: Course outline