AD1954YST Analog Devices Inc, AD1954YST Datasheet - Page 32

IC DAC AUDIO 3CH 26BIT 48-LQFP

AD1954YST

Manufacturer Part Number
AD1954YST
Description
IC DAC AUDIO 3CH 26BIT 48-LQFP
Manufacturer
Analog Devices Inc
Series
SigmaDSP®r
Datasheet

Specifications of AD1954YST

Rohs Status
RoHS non-compliant
Number Of Bits
26
Data Interface
Serial
Number Of Converters
3
Voltage Supply Source
Analog and Digital
Power Dissipation (max)
510mW
Operating Temperature
-40°C ~ 105°C
Mounting Type
Surface Mount
Package / Case
48-LQFP
Settling Time
-

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APPENDIX
Cookbook Formulae for Audio EQ Biquad Coefficients
(Adapted from Robert Bristow-Johnson’s Internet Posting)
For designing a parametric EQ, follow the steps below.
1. Given:
2. Compute intermediate variables:
AD1954
A = 10
Frequency
Q
dB_Gain
Sample_Rate
 = 2    Frequency/Sample_Rate
sn = sin()
cs = cos()
 = sn/(2  Q)
(dB_Gain/40)
–32–
3. Compute coefficients:
4. The transfer function implemented by the AD1954 is given by:
Y(n) = a1  y(n – 1) + a2  y(n – 2) + b0  x(n)
b0 = ( 1 + A  )/( 1 + (/A))
b1 = –2  cs/( 1 + (/A))
b2 = (1 – (  A))/(1 + (/A))
a1 = 2  cs/(1 + (/A)) = –b1
a2 = –( 1 – (/A))/( 1 + (/A))
H(Z) = (b0 + b1  Z – 1 + b2  Z – 2)/
Note the inversion in sign of a1 and a2 relative to the more
standard form. This form is used in this document because
the AD1954 implements the difference equation using the
formula below.
+ b1  x(n – 1) + b2  x(n – 2)
(1 – a1  Z – 1 – a2  Z – 2)
REV. A

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