function [] = freqplay(Freq) % middle C % freqplay(261.63) % % A above middle C % freqplay(440) % freqplay(440*2) % freqplay(440*3) % freqplay(440*4) % plot for various frequencies to show what happens to wave when increase freq % plot(x(1:1000),y(1:1000)) Fs = 48000; %% Wave generation (don't mess with these) step = 2*pi*Freq/Fs; xmax = 2*pi*2*Freq; x = 0:step:xmax; y = sin(x)'; %% Play it sound(y,Fs); %% Frequencies of Musical Notes % Taken from http://www.phy.mtu.edu/~suits/notefreqs.html % ("Middle C" is C4 ) % % Note Frequency(Hz) % C0 16.35 % C#0/Db0 17.32 % D0 18.35 % D#0/Eb0 19.45 % E0 20.6 % F0 21.83 % F#0/Gb0 23.12 % G0 24.5 % G#0/Ab0 25.96 % A0 27.5 % A#0/Bb0 29.14 % B0 30.87 % C1 32.7 % C#1/Db1 34.65 % D1 36.71 % D#1/Eb1 38.89 % E1 41.2 % F1 43.65 % F#1/Gb1 46.25 % G1 49 % G#1/Ab1 51.91 % A1 55 % A#1/Bb1 58.27 % B1 61.74 % C2 65.41 % C#2/Db2 69.3 % D2 73.42 % D#2/Eb2 77.78 % E2 82.41 % F2 87.31 % F#2/Gb2 92.5 % G2 98 % G#2/Ab2 103.83 % A2 110 % A#2/Bb2 116.54 % B2 123.47 % C3 130.81 % C#3/Db3 138.59 % D3 146.83 % D#3/Eb3 155.56 % E3 164.81 % F3 174.61 % F#3/Gb3 185 % G3 196 % G#3/Ab3 207.65 % A3 220 % A#3/Bb3 233.08 % B3 246.94 % C4 261.63 % C#4/Db4 277.18 % D4 293.66 % D#4/Eb4 311.13 % E4 329.63 % F4 349.23 % F#4/Gb4 369.99 % G4 392 % G#4/Ab4 415.3 % A4 440 % A#4/Bb4 466.16 % B4 493.88 % C5 523.25 % C#5/Db5 554.37 % D5 587.33 % D#5/Eb5 622.25 % E5 659.26 % F5 698.46 % F#5/Gb5 739.99 % G5 783.99 % G#5/Ab5 830.61 % A5 880 % A#5/Bb5 932.33 % B5 987.77 % C6 1046.5 % C#6/Db6 1108.73 % D6 1174.66 % D#6/Eb6 1244.51 % E6 1318.51 % F6 1396.91 % F#6/Gb6 1479.98 % G6 1567.98 % G#6/Ab6 1661.22 % A6 1760 % A#6/Bb6 1864.66 % B6 1975.53 % C7 2093 % C#7/Db7 2217.46 % D7 2349.32 % D#7/Eb7 2489.02 % E7 2637.02 % F7 2793.83 % F#7/Gb7 2959.96 % G7 3135.96 % G#7/Ab7 3322.44 % A7 3520 % A#7/Bb7 3729.31 % B7 3951.07 % C8 4186.01 % C#8/Db8 4434.92 % D8 4698.64 % D#8/Eb8 4978.03