(BUZZ-ALG (NAME "buzz") (ARGUMENTS ("long" "n") ("rate_type" "sr") ("double" "hz") ("time_type" "t0") ("sound_type" "s_fm")) (SUPPORT-FUNCTIONS " #include \"sine.h\" ") (STATE ("double" "ph_incr" "0") ("float" "n_2_r" "1.0F / (n * 2)") ("float" "n_2_p1" "(n * 2) + 1") ;; note: hz * 0.5 because this formula generates tones an octave up, ;; we also have to correct for the modulation s_fm. If hz != 0, then ;; ph_incr is the increment per hz, so ph_incr/hz is the right scale ;; factor. If hz == 0, then the ph_incr/hz is SINE_TABLE_LEN * 0.5 / sr. ("double" "phase" "compute_phase(PI*0.5, 69.0, SINE_TABLE_LEN, SINE_TABLE_LEN * 440.0, sr, hz * 0.5, &susp->ph_incr); s_fm->scale *= hz != 0 ? (sample_type) (susp->ph_incr / hz) : (sample_type) (SINE_TABLE_LEN * 0.5 / sr)")) ;cancel 0/0 (ALWAYS-SCALE s_fm) (INLINE-INTERPOLATION T) ; so that modulation can be low frequency (STEP-FUNCTION s_fm) (TERMINATE (MIN s_fm)) (LOGICAL-STOP (MIN s_fm)) (INNER-LOOP-LOCALS " long table_index; double x1; sample_type num, denom, samp; ") (INNER-LOOP " table_index = (long) phase; x1 = sine_table[table_index]; denom = (sample_type) (x1 + (phase - table_index) * (sine_table[table_index + 1] - x1)); if (denom < 0.001 && denom > -0.005) { samp = 1.0F; } else { double phn2p1 = phase * n_2_p1 * (1.0/SINE_TABLE_LEN); phn2p1 = (phn2p1 - (long) phn2p1) * SINE_TABLE_LEN; table_index = (long) phn2p1; x1 = sine_table[table_index]; num = (sample_type) (x1 + (phn2p1 - table_index) * (sine_table[table_index + 1] - x1)); samp = ((num / denom) - 1.0F) * n_2_r; } output = samp; phase += ph_incr + s_fm; while (phase > SINE_TABLE_LEN) phase -= SINE_TABLE_LEN; /* watch out for negative frequencies! */ while (phase < 0) phase += SINE_TABLE_LEN") (CONSTANT "ph_incr" "n_2_p1" "n_2_r") (SAMPLE-RATE "sr") )