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STA3398 Datasheet(PDF) 66 Page - STMicroelectronics

Part # STA3398
Description  2.1-channel high-efficiency digital audio system
PDF  77 Pages
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Manufacturer  STMICROELECTRONICS [STMicroelectronics]
Direct Link  http://www.st.com
Logo STMICROELECTRONICS - STMicroelectronics

STA3398 Datasheet(HTML) 66 Page - STMicroelectronics

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STA339BW
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Doc ID 15251 Rev 5
6.18.1
Dual-band DRC
The STA339BW provides a dual-band DRC (B2DRC) on the left- and right-channel data
path, as depicted in Figure 20. Dual-band DRC is activated by setting MDRC[1:0] = 1x.
Figure 20.
B2DRC scheme
The low-frequency information (LFE) is extracted from the left and right channels by
removing the high frequencies with a programmable Biquad filter, so that, using the original
signal, the difference signal can be computed. Limiter 1 (DRC1) is then used to control the
left and right high-frequency component amplitudes while limiter 2 (DRC2) is used to control
the low-frequency components (see Chapter 6.11).
The cutoff frequency of the high-pass filters can be user defined, XO[3:0] = 0, or selected
from the pre-defined values.
DRC1 and DRC2 are then used to independently limit the left- and right-channel high
frequencies and the LFE-channel amplitude (see Chapter 6.11) as well as their volume
control. Note that, in this configuration, the dedicated channel-3 volume control can actually
be used as a bass boost enhancer as well (0.5 dB/step resolution).
The processed LFE channel is then recombined with the L and R channels in order to
reconstruct the 2.0 output signal.
Sub band decomposition
The sub band decomposition for B2DRC can be configured specifying the cutoff frequency.
The cut off frequency can be programmed in two ways, using XO bits in register 0x0C, or
using “user programmable” mode (coefficients stored in RAM adresses 0x28 to 0x31).
For the user programmable mode, use the formulae below to compute the high pass filters:
where alpha = (1-sin(
ω0))/cos(ω0), and ω0 is the cutoff frequency.
b0 = (1 + alpha) / 2
a0 = 1
b1 = -(1 + alpha) / 2
a1 = -alpha
b2 = 0
a2 = 0
R
L
Pass
XO
Filter
Pass
XO
Filter
R
L
B2DRC
Hi-pass
filter
B2DRC
Hi-pass
filter
-
-
Ch1
Volume
Vol
And
Limiter
DRC1
Ch2
Volume
DRC1
Ch3
Volume
Vol
And
Limiter
DRC2
Ch3
Volume
Vol
And
Limiter
DRC2
+
+
R
L
Pass
XO
Filter
Pass
XO
Filter
R
L
B2DRC
Hi-pass
filter
B2DRC
Hi-pass
filter
-
-
Ch1
Volume
Vol
And
Limiter
DRC1
Ch2
Volume
DRC1
Ch3
Volume
Vol
And
Limiter
DRC2
Ch3
Volume
Vol
And
Limiter
DRC2
+
+



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