4.2 Rayleigh, Rician and Nakagami Multipath Channel Models

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  • čas přidán 21. 08. 2024

Komentáře • 10

  • @rayaalhajri6687
    @rayaalhajri6687 Před 2 lety +4

    C.BW= 1/DELAY SPREAD= 1/2 , C.T= 1/Doppler spread= 25
    T = 20 ,
    B = 5
    then:
    C.B 5, then it is WideBand ( Frequency selective)
    Doppler Spread

  • @omarsayari6477
    @omarsayari6477 Před 2 lety +1

    A) CBW= 0.5Hz, CT= 25s
    B) flat fading channel
    C) slow fading, since T< CT

    • @alimuqaibel7619
      @alimuqaibel7619  Před 2 lety

      Be careful Omar about B is it frequency selective or flat fading? @Omar Sayari

    • @omarsayari6477
      @omarsayari6477 Před 2 lety

      @@alimuqaibel7619 Coherence BW > Signal BW, therefore a narrowband channel?

    • @alimuqaibel7619
      @alimuqaibel7619  Před 2 lety

      @@omarsayari6477 0.5

    • @mrOmar432
      @mrOmar432 Před 2 lety

      @@alimuqaibel7619
      Dear Dr Muqaibel,
      The time for transmission is 20, transmission BW is 1/20 = 0.05
      Coherence BW = 1/2 = 0.5
      Signal BW

    • @alimuqaibel7619
      @alimuqaibel7619  Před 2 lety +1

      @@mrOmar432 assuming the BW is the inverse of time duration is a simplifying a assumption that we do if we have no more information. Remember the bandwidth depends on the exact pulse shape and details. Since the question specified the transmission bandwidth, there is no point of inverting the time to find the BW.

  • @lg260
    @lg260 Před 2 lety

    Could you please tell me how can i get the Rayleigh case by using Nakagami distribution following MATLAB code 'h=randraw('nakagami', 1, [1,n]); %m=1 case of Rayleigh'.
    I know , when m=1; case of Rayleigh but what about scale parameters n ( in other words omega) ?.
    Which n value do I need to choose as the scale parameter to obtain Rayleigh case by using following nakagami -m distribution matlab code 'h=randraw('nakagami', 1, [1,n]); %m=1 case of Rayleigh',

  • @hussamalraie3275
    @hussamalraie3275 Před 2 lety +1

    Can I contact you please"