(New page: % Adam Siembida % adam (dot) siembida (at) gmail (dot) com % asiembid (at) purdue (dot) edu % ECE301 - HW1.4 % 6/24/2009 % Reset workspace clear all; format compact; clc % Using the fact...)
 
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% Adam Siembida
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% adam (dot) siembida (at) gmail (dot) com
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% asiembid (at) purdue (dot) edu
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% ECE301 - HW1.4
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% 6/24/2009
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% Reset workspace
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clear all;
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format compact;
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clc
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% Using the fact that A = 440
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%                and A = (5*x)/3
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x = 440*3/5;
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% Three octaves of notes
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uB = 15*(2*x)/8;
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uA = 5*(2*x)/3;
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uAsharp = uA*(2^(1/12));
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uG = 3*(2*x)/2;
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uF = 4*(2*x)/3;
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uE = 5*(2*x)/4;
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uD = 9*(2*x)/8;
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uC = (2*x);
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mB = 15*x/8;
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mA = 5*x/3;
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mAsharp = mA*(2^(1/12));
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mG = 3*x/2;
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mF = 4*x/3;
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mE = 5*x/4;
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mD = 9*x/8;
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mC = x;
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lB = 15*(x/2)/8;
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lA = 5*(x/2)/3;
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lAsharp = lA*(2^(1/12));
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lG = 3*(x/2)/2;
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lF = 4*(x/2)/3;
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lE = 5*(x/2)/4;
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lD = 9*(x/2)/8;
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lC = (x/2);
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%rest
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r = 0;
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%note durations
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speed = 3; %higher number increases note duration
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w = 1*speed; %whole note
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h = (1/2)*speed; %half note
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q = (1/4)*speed; %quarter note
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e = (1/8)*speed; %eight note
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s = (1/16)*speed; %sixteenth note
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ds= (3/32)*speed; %dotted sixteenth note
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%====================SONG DATA====================
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%the first row holds the frequencies as notes
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%the second row holds the duration of the notes as defined above
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SongData = [mE,mE,mE,r,mC,mE,mG,lG, mC,lG,r,lE,r,lA,lB,r,lAsharp,lA;
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            s, e, s,s, s, e, q, q,e+s, s,e, e,s, e, s,s,      s, e];
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%          ^1st meas              ^2nd meas
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SongData2 = [lG,mE,mG,mA,mF,mG,r,mE,mC,mD, lB;
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            ds,ds, s, e, s, s,s, e, s, s,e+s];
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%          ^3rd meas
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% put first part and second part of song together
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SongData = [SongData, SongData2];
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%==================END SONG DATA==================
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% Find out how many notes the song is
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SongLength = size(SongData);
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SongLength = SongLength(1,2);
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% inital values of for loop
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y=[];
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t = 0.0001;
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del = 0.0001;
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% builds the notes into a single signal
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for index = 1:1:SongLength
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    % start and end times of the note
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    start_time = t;
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    end_time = start_time + SongData(2,index);
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    % create time interval over which to play the note
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    T = start_time:del:end_time;
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    % time that the next note will start at
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    t = end_time;
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    % add the frequency data for the time interval
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    % there arent many loops so it doesnt matter that y is not predefined
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    y = [y, sin(2.*pi.*SongData(1,index).*T)];
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end
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% plays the song
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sound(y,1/del);<nowiki>Insert non-formatted text here</nowiki>
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Revision as of 07:05, 24 June 2009

temp

Alumni Liaison

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett