3 equalizer band control, Equation 5, To calculate band amplification (g – NXP Semiconductors TFA9812 User Manual

Page 18: Tfa9812, Nxp semiconductors

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TFA9812_2

© NXP B.V. 2009. All rights reserved.

Preliminary data sheet

Rev. 02 — 22 January 2009

18 of 66

NXP Semiconductors

TFA9812

BTL stereo Class-D audio amplifier with I

2

S input

(5)

The ranges of the TFA9812 parametric equalizer settings for each band are:

The Gain, G is from

30 dB to +12 dB.

The center frequency, f

c

is from 0.0004 * f

s

to 0.49 * f

s

.

The quality factor Q is from 0.001 to 8.

Using I

2

C control, filter coefficients need to be entered for each filter stage to configure it

as desired.

Figure 6

,

Figure 7

and

Figure 8

show some of the possible transfer functions of the

equalizer bands. The relations are symmetrical for the suppression and amplification
functions. A skewing effect can be observed for the higher frequencies.

Different configurations are available for the same filter transfer function, thus allowing
optimum numerical noise performance. The binary filter configuration parameters t

1

and t

2

control the actual configuration and should be chosen according to

Equation 6

.

(6)

A maximum of 12 dB amplification per equalizer stage can be achieved with respect to the
input signal. Each band of the equalizer is provided with a

6 dB amplification, so in order

to prevent numerical clipping for some filter settings with over 6 dB of amplification, band
filters can be scaled by 0 dB or

6 dB. For optimum numerical noise performance steps of

6 dB amplification should be applied to the highest possible sections that are still within

scale signal processing safeguards. Band filters can be scaled with the binary parameters
listed in

Table 14

.

8.5.1.3

Equalizer band control

For compact representation with positive signed parameters, parameters k

1

’ and k

2

’ are

introduced in

Equation 7

.

The parameters k

0

, k

1

', k

2

', t

1

, t

2

and s must be combined in two 16-bit control words,

word1 and word2, and must fit within the representation given in

Table 15

. Parameters k

1

'

and k

2

' are unsigned floating-point representations in

Equation 8

.

Table 14.

Equalizer scale factor coding

s

scale factor (dB)

0

0

1

6

K

0

G

=

K

1

ω

cos

=

K

2

2Q

ω

sin

(

)

2Q

ω

sin

+

(

)

=

G

1

t

1

0

ω

<=

π

2

1

ω

>

π

2

=

t

2

0

k

2

>=0

1

k

2

<0

=

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