/* For information on usage and redistribution, and for a DISCLAIMER OF ALL * WARRANTIES, see the file, "LICENSE.txt," in this distribution. iemlib1 written by Thomas Musil, Copyright (c) IEM KUG Graz Austria 2000 - 2011 */ #include "m_pd.h" #include "iemlib.h" /* --- sin_freq~ - output the frequency of a --- */ /* --- sinewave in Hz ----- */ /* --- as a signal ----------------------------- */ typedef struct _sin_freq_tilde { t_object x_obj; t_sample x_prev; t_sample x_cur_out; t_sample x_counter; t_sample x_sr; t_float x_float_sig_in; } t_sin_freq_tilde; static t_class *sin_freq_tilde_class; static t_int *sin_freq_tilde_perform(t_int *w) { t_sample *in = (t_sample *)(w[1]); t_sample *out = (t_sample *)(w[2]); t_sin_freq_tilde *x = (t_sin_freq_tilde *)(w[3]); int i, n = (t_int)(w[4]); t_sample prev=x->x_prev; t_sample cur_out=x->x_cur_out; t_sample counter=x->x_counter; t_sample sr=x->x_sr; t_sample delta_x=0.0; for(i=0; i= 0.0) && (prev < 0.0)) /* begin of counting, pos. zero cross of sig_in */ { delta_x = prev / (prev - in[i]); /* dx = y1 / (y1 - y2) */ counter += delta_x; cur_out = sr / counter; counter = 1.0 - delta_x; } else { counter += 1.0; } prev = in[i]; out[i] = cur_out; } x->x_prev = prev; x->x_cur_out = cur_out; x->x_counter = counter; return(w+5); } static void sin_freq_tilde_dsp(t_sin_freq_tilde *x, t_signal **sp) { x->x_sr = (t_sample)sp[0]->s_sr; dsp_add(sin_freq_tilde_perform, 4, sp[0]->s_vec, sp[1]->s_vec, x, sp[0]->s_n); } static void *sin_freq_tilde_new(void) { t_sin_freq_tilde *x = (t_sin_freq_tilde *)pd_new(sin_freq_tilde_class); outlet_new(&x->x_obj, &s_signal); x->x_prev = 0.0; x->x_cur_out = 0.0; x->x_counter = 0.0; x->x_sr = 44100.0; x->x_float_sig_in = 0.0; return (x); } void sin_freq_tilde_setup(void) { sin_freq_tilde_class = class_new(gensym("sin_freq~"), (t_newmethod)sin_freq_tilde_new, 0, sizeof(t_sin_freq_tilde), 0, 0); CLASS_MAINSIGNALIN(sin_freq_tilde_class, t_sin_freq_tilde, x_float_sig_in); class_addmethod(sin_freq_tilde_class, (t_method)sin_freq_tilde_dsp, gensym("dsp"), 0); } /* geradengleichung: y - y1 = ((y2 - y1) / (x2 - x1)) * (x - x1) y = ((y2 - y1) / (x2 - x1)) * (x - x1) + y1 = 0 x1 = 0 x2 = 1 0 = ((y2 - y1) / 1) * (x) + y1 -y1 = (y2 - y1) * x x = y1 / (y1 - y2) */