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Add biquad shelf filter documentation in GUI

dds
Benjamin преди 8 години
родител
ревизия
d16055bfbd
променени са 2 файла, в които са добавени 24 реда и са изтрити 0 реда
  1. Двоични данни
      gui/img/shelf_filter.png
  2. +24
    -0
      gui/index.html

Двоични данни
gui/img/shelf_filter.png Целия файл

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Width: 400  |  Height: 300  |  Size: 12KB

+ 24
- 0
gui/index.html Целия файл

@@ -2347,6 +2347,30 @@ double s_freq = .0625;</p>
<p class=desc>Configure one stage of the filter (0 to 3) with band reject (notch)
response. Q controls the width of rejected frequencies.
</p>
<p class=func><span class=keyword>setLowShelf</span>(stage, frequency, gain, slope);</p>
<p class=desc>Configure one stage of the filter (0 to 3) with low shelf response.
A low shelf filter attenuates or amplifies signals below the specified frequency.
Frequency controls the slope midpoint, gain is in dB and can be both
positive or negative. The slope parameter controls steepness of gain transition.
A slope of 1 yields maximum steepness without overshoot,
lower values yield a less steep slope. See the picture below for a visualization
of the slope parameter's effect.
Be careful with positive gains and slopes higher than 1 as they introduce gain
(see warning below).
</p>
</p>
<p class=func><span class=keyword>setHighShelf</span>(stage, frequency, gain, slope);</p>
<p class=desc>Configure one stage of the filter (0 to 3) with high shelf response.
A high shelf filter attenuates or amplifies signals above the specified frequency.
Frequency controls the slope midpoint, gain is in dB and can be both
positive or negative. The slope parameter controls steepness of gain transition.
A slope of 1 yields maximum steepness without overshoot,
lower values yield a less steep slope. See the picture below for a visualization
of the slope parameter's effect.
Be careful with positive gains and slopes higher than 1 as they introduce gain
(see warning below).
</p>
<p align=center><img src="img/shelf_filter.png"></p>
<p class=func><span class=keyword>setCoefficients</span>(stage, array[5]);</p>
<p class=desc>Configure one stage of the filter (0 to 3) with an arbitrary
filter response. The array of coefficients is in order: B0, B1, B2, A1, A2.

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