WM8976CGEFLSLASHV datasheet(31/114 Pages) WOLFSON

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Production Data

WM8976

PD, Rev 4.5, November 2011

NOTCH FILTER WORKED EXAMPLE

The following example illustrates how to calculate the a0 and a1 coefficients for a desired centre

frequency and -3dB bandwidth.

Fc = 1000 Hz

fb = 100 Hz

fs = 48000 Hz







x (1000 / 48000) = 0.1308996939 rads







x (100 / 48000) = 0.01308996939 rads

)

tan(

)

tan(







)

0130899693

tan(

)

0130899693

tan(





= 0.9869949627

)

cos(

)

(







)

1308996939

cos(

)

9869949627

(





-1.969995945

NFA0 = -a0 x 213 = -8085 (rounded to nearest whole number)

NFA1 = -a1 x 212 = 8069 (rounded to nearest whole number)

These values are then converted to a 2’s complement notation:

NfnA0[12:0] = 13’h1F95; Converting to 2’s complement NFA0 = 14’h4000 – 14’h1F95 = 14’h206B

NfnA1[12:0] = 13’h1F85; Converting to 2’s complement NFA0 = 14’h1F85

DIGITAL ADC VOLUME CONTROL

The output of the ADC can be digitally attenuated over a range from –127dB to 0dB in 0.5dB steps.

The gain for a given eight-bit code X is given by:

0.5

 (G-255) dB for 1  G  255;

MUTE for G = 0

ADDRESS

BIT

LABEL

DEFAULT

DESCRIPTION

R15

ADC Digital

Volume

7:0

ADCVOLL

[7:0]

11111111

( 0dB )

ADC Digital Volume Control

0000 0000 = Digital Mute

0000 0001 = -127dB

0000 0010 = -126.5dB

… 0.5dB steps up to

1111 1111 = 0dB

ADCVU

Not

latched

ADC volume does not update until a 1 is

written to ADCVU

Table 17 ADC Digital Volume Control

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