DSP Lecture 1: Signals

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  • Опубликовано: 18 июн 2024
  • ECSE-4530 Digital Signal Processing
    Rich Radke, Rensselaer Polytechnic Institute
    Lecture 1: (8/25/14)
    0:00:00 Introduction
    0:00:14 What is a signal? What is a system?
    0:02:35 Continuous time vs. discrete time (analog vs. digital)
    0:05:49 Signal transformations
    0:05:55 Flipping/time reversal
    0:06:46 Scaling
    0:09:34 Shifting
    0:11:24 Combining transformations; order of operations
    0:15:41 Signal properties
    0:15:47 Even and odd
    0:16:43 Decomposing a signal into even and odd parts (with Matlab demo)
    0:21:33 Periodicity
    0:23:08 Special signals
    0:23:09 The delta function
    0:24:03 The unit step function
    0:24:52 The relationship between the delta and step functions
    0:33:20 Decomposing a signal into delta functions
    0:36:14 The sampling property of delta functions
    0:38:48 Complex number review (magnitude, phase, Euler's formula)
    0:43:35 Real sinusoids (amplitude, frequency, phase)
    0:47:25 Real exponential signals
    0:48:34 Complex exponential signals
    0:52:17 Complex exponential signals in discrete time
    0:53:56 Discrete-time sinusoids are 2pi-periodic
    0:59:52 When are complex sinusoids periodic?
    Follows Section 2.1 of the textbook (Proakis and Manolakis, 4th ed.).

Комментарии • 24

  • @farhanrejwan
    @farhanrejwan 10 месяцев назад +11

    It's almost unbelievable how good these explanations are! Thank you so much!

  • @stucatz1130
    @stucatz1130 2 года назад +7

    Thanks for posting this series! Helpful as I approach video processing and compression.

  • @ak2k2
    @ak2k2 Год назад +15

    best DSP series on YT

    • @vvanamali6286
      @vvanamali6286 Месяц назад +1

      I posted some critical comments on Lec 01 and it got deleted (presumably by the owner of the channel) after a few minutes 🤣. If you want your comments to be not deleted, sing paeans 🤣🤣. Even this comment will most likely get deleted!!

  • @harrypham54
    @harrypham54 3 месяца назад +1

    The explanation is fantastic, I was familiar with DSP before, but this one brought my knowledge to a new level. The explanation clearly includes the formulations and their visualization, making it crucial for us to learn the foundation. Thank you, sir!

  • @rohitmalik123321
    @rohitmalik123321 Год назад +3

    Very well taught, thanks Prof. Radke.

  • @eldarsadykov
    @eldarsadykov 6 месяцев назад +1

    This is insanely well explained. I now remember why I loved maths at the university.

  • @EjMacarus
    @EjMacarus 2 года назад +8

    Thank you! Great material to watch over the summer

    • @coronaphone710
      @coronaphone710 Год назад

      I immediately hear the aliasing on the background

  • @ycombinator765
    @ycombinator765 6 месяцев назад

    This is epitome of effective teaching!

  • @edwarduchenna7859
    @edwarduchenna7859 Год назад +1

    ¡Excelente trabajo!

  • @bradystewart4035
    @bradystewart4035 4 месяца назад

    this series explains the theory so much better than my profs thank you!

  • @douhabenzimoun3674
    @douhabenzimoun3674 7 месяцев назад +1

    you going to save my life omg

  • @muhammadfaisalshahkar4422
    @muhammadfaisalshahkar4422 4 месяца назад

    Best DSP course on RUclips forever 🎉
    Can you share the book of dsp and notes that are used in vedios.

  • @OrgStinx
    @OrgStinx 5 месяцев назад

    Great lecture!

  • @EigenA
    @EigenA Год назад

    Perfect!

  • @purplemoon1741
    @purplemoon1741 Год назад

    Thank you sir !

  • @mufiterdogan105
    @mufiterdogan105 7 месяцев назад +1

    Ağzına sağlık Rich ağabey

  • @khanhtruong3254
    @khanhtruong3254 9 месяцев назад +2

    Hi, thanks for very helpful series.
    At 51:00, I'm not clear how the |C| * e^(rt) creates an "envelop". When r

    • @InstantInsight777
      @InstantInsight777 4 месяца назад

      Think of a graph of exponential when r < 0. It decreases, so does cosine amplitude in this envelope. So it is not like e^rt will have both upper and lower parts of the envelope, but rather exponential nature will create them.

  • @aibasei3254
    @aibasei3254 Год назад +1

    Hello. Thanks for your videos. But can I ask why do we need to know that signal is odd or even and etc. Does it have sm meaning for processing or future manipulation of signal?

    • @user-uq7ri1pz2c
      @user-uq7ri1pz2c 11 месяцев назад

      That’s because FS and FT have even and odd part too

  • @BluetekFREEGAMES
    @BluetekFREEGAMES Месяц назад

    danke

  • @user-fy8hu1uy2v
    @user-fy8hu1uy2v 11 месяцев назад

    At min 20 I think it is Acos(phi) not A sin(phi)