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ADAU1761BCPZ-R7 Datenblatt(PDF) 43 Page - Analog Devices

Teilenummer ADAU1761BCPZ-R7
Bauteilbeschribung  SigmaDSP Stereo, Low Power, 96 kHz, 24-Bit Audio Codec with Integrated PLL
PDF  92 Pages
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Hersteller  AD [Analog Devices]
Direct Link  http://www.analog.com
Logo AD - Analog Devices

ADAU1761BCPZ-R7 Datenblatt(HTML) 43 Page - Analog Devices

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Data Sheet
ADAU1761
DSP CORE
analog.com
Rev. F | 43 of 92
SIGNAL PROCESSING
The ADAU1761 is designed to provide all audio signal processing
functions commonly used in stereo or mono low power record and
playback systems. The signal processing flow is designed using the
SigmaStudio software, which allows graphical entry and real-time
control of all signal processing functions.
Many of the signal processing functions are coded using full, 56-bit,
double-precision arithmetic data. The input and output word lengths
of the DSP core are 24 bits. Four extra headroom bits are used in
the processor to allow internal gains of up to 24 dB without clipping.
Additional gains can be achieved by initially scaling down the input
signal in the DSP signal flow.
ARCHITECTURE
The DSP core consists of a simple 28-/56-bit multiply-accumulate
(MAC) unit with two sources: a data source and a coefficient
source. The data source can come from the data RAM, a ROM
table of commonly used constant values, or the audio inputs to the
core. The coefficient source can come from the parameter RAM or
from a ROM table of commonly used constant values.
The two sources are multiplied in a 28-bit fixed-point multiplier and
then the signal is input to the 56-bit adder; the result is usually stor-
ed in one of three 56-bit accumulator registers. The accumulators
can be output from the core (in 28-bit format) or can optionally be
written back into the data or parameter RAMs.
Figure 67. Simplified DSP Core Architecture
PROGRAM COUNTER
The execution of instructions in the core is governed by a program
counter, which sequentially steps through the addresses of the
program RAM. The program counter starts every time that a new
audio frame is clocked into the core. SigmaStudio inserts a jump-to-
start command at the end of every program. The program counter
increments sequentially until it reaches this command and then
jumps to the program start address and waits for the next audio
frame to clock into the core.
FEATURES
The SigmaDSP core was designed specifically for audio processing
and therefore includes several features intended for maximizing
efficiency. These include hardware decibel conversion and audio-
specific ROM constants.
STARTUP
Before the DSPRUN bit is set or any settings are written to the
parameter RAM, the DSP core must be enabled by setting the
DSPEN bit in Register R61 (Address 0x40F5).
The following steps should be performed every time that a new
program is loaded to the SigmaDSP core, or any time that the
DSPRUN bit is disabled and reenabled.
1. Set the DSPSR[3:0] bits in Register R57 (Address 0x40EB) to
1111 (none).
2. Set the DSPRUN bit in Register R62 (Address 0x40F6) to 0.
3. Download the rest of the registers, the program RAM, and the
parameter RAM.
4. Set the DSPRUN bit in Register R62 to 1.
5. Set the DSPSR[3:0] bits in Register R57 to the operational
setting (default value is 0001).
Changing any register setting or RAM can cause pops and clicks
on the analog outputs. To avoid these pops and clicks, mute the
appropriate outputs using Register R29 to Register R32 (Address
0x4023 to Address 0x4026). Unmute the analog out-puts after the
startup procedure is completed.
NUMERIC FORMATS
DSP systems commonly use a standard numeric format. Fractional
numeric systems are specified by an A.B format, where A is the
number of bits to the left of the decimal point and B is the number of
bits to the right of the decimal point.
The ADAU1761 uses numeric format 5.23 for both the parameter
and data values.
Numeric Format 5.23
Linear range: −16.0 to (+16.0 − 1 LSB)
Examples:
1000 0000 0000 0000 0000 0000 0000 = −16.0
1110 0000 0000 0000 0000 0000 0000 = −4.0
1111 1000 0000 0000 0000 0000 0000 = −1.0
1111 1110 0000 0000 0000 0000 0000 = −0.25
1111 1111 0011 0011 0011 0011 0011 = −0.1
1111 1111 1111 1111 1111 1111 1111 = (1 LSB below 0)
0000 0000 0000 0000 0000 0000 0000 = 0



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