Prelab: Matlab Preparation We have made considerable use of Matlab in previous labs to design filters and determine frequency responses of systems. Matlab is also very useful as a simulation tool. Use the following Matlab code skeleton to simulate your system and fill in the incomplete portions. Note that the code is not complete and will not execute properly as written. How does the spectrum of the transmitted signal change with T symb ? lab_5_prelab.m


    0.5;
    11
    12    Tsymb=32;           % samples per symbol
    13
    14
    15    % These are the 4 frequencies to choose from                    
    16    % Note that 32 samples per symbol does not correspond to 
    17    % an integer number of periods at these frequencies
    18    omega1 =  9*pi/32;
    19    omega2 = 13*pi/32;
    20    omega3 = 17*pi/32;
    21    omega4 = 21*pi/32;
    22
    23
    24    %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
    25    % Transmitter section
    26
    27    % Initialize transmit sequence
    28    index=1;			% Initialize bit index
    29    n=1;				% Initialize sample index
    30    phi=0;				% Initialize phase offset
    31
    32    % Generate 64 32-sample symbols
    33    while (n<=num_symbols*Tsymb)
    34    
    35      if (bits(index:index+1) == [0 0])
    36         sig(n:n+Tsymb-1) = sin(omega1*[0:Tsymb-1]+phi);   
    37         phi = omega1*Tsymb+phi;	% Calculate phase offset for next symbol
    38         phi = mod(phi, 2*pi);	% Restrict phi to [0,2*pi)
    39          
    40     % -----------> Insert code here <-------------%
    41     
    42      end % end if-else statements
    43   
    44      index=index+2; % increment bit counter so we look at next 2 bits
    45    
    46      n=n+Tsymb;
    47    end   % end while
    48
    49
    50    % Show transmitted signal and its spectrum
    51    % ---------------> Insert code here <-----------------%
    ]]>