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WM8974 Datasheet(PDF) 21 Page - Wolfson Microelectronics plc

Part # WM8974
Description  MONO CODEC WITH SPEAKER DRIVER
PDF  63 Pages
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Manufacturer  WOLFSON [Wolfson Microelectronics plc]
Direct Link  http://www.wolfsonmicro.com
Logo WOLFSON - Wolfson Microelectronics plc

WM8974 Datasheet(HTML) 21 Page - Wolfson Microelectronics plc

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WM8974
w
PP Rev 1.1 September 2004
21
PROGRAMMABLE NOTCH FILTER
A programmable notch filter is provided. This filter has a variable centre frequency and bandwidth,
programmable via two coefficients, a0 and a1.
a0 and a1 are represented by the register bits
NFA0[13:0] and NFA1[13:0]. Because these coefficient values require four register writes to setup
there is an NFU (Notch Filter Update) flag which should be set only when all four registers are setup.
REGISTER
ADDRESS
BIT
LABEL
DEFAULT
DESCRIPTION
6:0
NFA0[13:7]
0
Notch Filter a0 coefficient, bits [13:7]
7
NFEN
0
Notch filter enable:
0=Disabled
1=Enabled
R27
Notch Filter 1
8
NFU
0
Notch filter update. The notch filter
values used internally only update when
one of the NFU bits is set high.
6:0
NFA0[6:0]
0
Notch Filter a0 coefficient, bits [6:0]
R28
Notch Filter 2
8
NFU]
0
Notch filter update. The notch filter
values used internally only update when
one of the NFU bits is set high.
6:0
NFA1[13:7]
0
Notch Filter a1 coefficient, bits [13:7]
R29
Notch Filter 3
8
NFU
0
Notch filter update. The notch filter
values used internally only update when
one of the NFU bits is set high.
6:0
NFA1[6:0]
0
Notch Filter a1 coefficient, bits [6:0]
R30
Notch Filter 4
8
NFU
0
Notch filter update. The notch filter
values used internally only update when
one of the NFU bits is set high.
Table 7 Notch Filter Function
The coefficients are calculated as follows:
)
2
/
tan(
1
)
2
/
tan(
1
0
b
b
w
w
a
+
=
)
cos(
)
1
(
0
0
1
w
a
a
+
=
Where:
s
c
f
f
w
/
2
0
π
=
s
b
b
f
f
w
/
2
π
=
fc = centre frequency in Hz, fb = -3dB bandwidth in Hz, fs = sample frequency in Hz
The actual register values can be determined from the coefficients as follows:
NFA0 = -a0 x 2
13
NFA1 = -a1 x 2
12



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