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-rw-r--r--gtk2_ardour/volume_controller.cc54
1 files changed, 52 insertions, 2 deletions
diff --git a/gtk2_ardour/volume_controller.cc b/gtk2_ardour/volume_controller.cc
index 27fd705978..6db3bc7d7a 100644
--- a/gtk2_ardour/volume_controller.cc
+++ b/gtk2_ardour/volume_controller.cc
@@ -142,7 +142,6 @@ VolumeController::adjust (double control_delta)
double v;
if (!_linear) {
-
/* we map back into the linear/fractional slider position,
* because this kind of control goes all the way down
* to -inf dB, and we want this occur in a reasonable way in
@@ -150,7 +149,7 @@ VolumeController::adjust (double control_delta)
* gain coefficient domain (or dB domain), the lower end of the
* control range (getting close to -inf dB) takes forever.
*/
-
+#if 0
/* convert to linear/fractional slider position domain */
v = gain_to_slider_position_with_max (_controllable->get_value (), _controllable->upper());
/* increment in this domain */
@@ -171,6 +170,57 @@ VolumeController::adjust (double control_delta)
}
/* and return it */
return dB_to_coefficient (v);
+#else
+ /* ^^ Above algorithm is not symmetric. Scroll up to steps, scoll down two steps, -> different gain.
+ *
+ * see ./libs/gtkmm2ext/gtkmm2ext/motionfeedback.h and gtk2_ardour/monitor_section.cc:
+ * min-delta (corr) = MIN(0.01 * page inc, 1 * size_inc) // (gain_control uses size_inc=0.01, page_inc=0.1)
+ * range corr: 0..2 -> -inf..+6dB
+ * step sizes [0.01, 0.10, 0.20] * page_inc, [1,2,10,100] * step_inc. [1,2,10,100] * page_inc
+ *
+ * 0.001, 0.01, 0.02, 0.1, .2, 1, 10
+ * -> 1k steps between -inf..0dB
+ * -> 1k steps between 0..+dB
+ *
+ * IOW:
+ * the range is from *0 (-inf dB) to *2.0 ( +6dB)
+ * the knob is configured to to go in steps of 0.001 - that's 2000 steps between 0 and 2.
+ * or 1000 steps between 0 and 1.
+ *
+ * we cannot round to .01dB steps because
+ * There are only 600 possible values between +0db and +6dB when going in steps of .01dB
+ * 1000/600 = 1.66666...
+ *
+ ******
+ * idea: make the 'controllable use a fixed range of dB.
+ * do a 1:1 mapping between values. :et's stick with the range of 0..2 in 0.001 steps
+ *
+ * "-80" becomes 0 and "+6" becomes 2000. (NB +6dB is actually 1995, but we clamp that to the top)
+ *
+ * This approach is better (more consistet) but not good. At least the dial does not annoy me as much
+ * anymore as it did before.
+ *
+ * const double stretchfactor = rint((_controllable->upper() - _controllable->lower()) / 0.001); // 2000;
+ * const double logfactor = stretchfactor / ((20.0 * log10( _controllable->upper())) + 80.0); // = 23.250244732
+ */
+ v = _controllable->get_value ();
+ /* assume everything below -60dB is silent (.001 ^= -60dB)
+ * but map range -80db..+6dB to a scale of 0..2000
+ * 80db was motivated because 2000/((20.0 * log(1)) + 80.0) is an integer value. "0dB" is included on the scale.
+ * but this leaves a dead area at the bottom of the meter..
+ */
+ double arange = (v >= 0.001) ? ( ((20.0 * log10(v)) + 80.0) * 23.250244732 ) : ( 0 );
+ /* add the delta */
+ v = rint(arange) + rint(control_delta * 1000.0); // (min steps is 1.0/0.001 == 1000.0)
+ /* catch bottom -80..-60 db in one step */
+ if (v < 466) v = (control_delta > 0) ? 0.001 : 0;
+ /* reverse operation (pow(10, .05 * ((v / 23.250244732) - 80.0)))
+ * can be simplified to :*/
+ else v = pow(10, (v * 0.00215051499) - 4.0);
+ /* clamp value in coefficient domain */
+ v = std::max (_controllable->lower(), std::min (_controllable->upper(), v));
+ return v;
+#endif
} else {
double mult;