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wave sources +\draw (0, 2.0) circle (0.5); \drawSine{0}{ 2.0}{0.2}{0.2}; \draw (-2.0,2.0) node {$A_1, F_0$ Hz}; +\draw (0, 0.5) circle (0.5); \drawSine{0}{ 0.5}{0.2}{0.2}; \draw (-2.0,0.5) node {$A_2, 2F_0$ Hz}; +\draw (0,-2.5) circle (0.5); \drawSine{0}{-2.5}{0.2}{0.2}; \draw (-2.0,-2.5) node {$A_L, LF_0$ Hz}; +\draw [dotted,thick] (0,0) -- (0,-2); % summer \draw (2.5,2) circle (0.5); @@ -100,11 +101,11 @@ A sinewave will cause a spike or spectral line on a spectrum plot, so we can see % connecting lines \draw [->] (0.5,2) -- (2,2); \draw [->] (0.45,0.7) -- (2.05,1.8); -\draw [->] (0.3,-1.1) -- (2.2,1.6); +\draw [->] (0.3,-2.1) -- (2.2,1.6); -% output +% output speec \draw [->] (3,2) -- (4,2); - +\draw [xshift=4.2cm,yshift=2cm,color=blue] plot[smooth] file {hts2a_37_sn.txt}; \end{tikzpicture} \end{center} diff --git a/octave/plamp.m b/octave/plamp.m index e32d102..6f0478f 100644 --- a/octave/plamp.m +++ b/octave/plamp.m @@ -92,6 +92,13 @@ function plamp(samname, f, epslatex=0) fn = sprintf("%s_%d_sn.tex",samname,f); print(fn,"-depslatex",sz); printf("\nprinting... %s\n", fn); + % file of points to plot in sinusoidal model + fn = sprintf("%s_%d_sn.txt",samname,f); + t_length = 4; s_max = 2; s=s*s_max/max(abs(s)); + N = length(s); t = (0:N-1)*t_length/N; + s_save = [t' s']; size(s_save) + save("-ascii",fn,"s_save"); printf("printing... %s\n", fn); + figure(2); fn = sprintf("%s_%d_sw.tex",samname,f); print(fn,"-depslatex",sz); printf("printing... %s\n", fn);