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DAC5687MPZPEP 数据表(PDF) 39 Page - Texas Instruments

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部件名 DAC5687MPZPEP
功能描述  16-BIT 500-MSPS 2쨈??쨈 INTERPOLATING DUAL-CHANNEL DIGITAL-TO-ANALOG CONVERTER (DAC)
PDF  75 Pages
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制造商  TI1 [Texas Instruments]
网页  http://www.ti.com
标志 TI1 - Texas Instruments

DAC5687MPZPEP 数据表(HTML) 39 Page - Texas Instruments

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Quadrature Modulator Correction (QMC)
DAC5687-EP
SGLS333 – JUNE 2006
Table 10. Coarse Mixer Sequences
cm_mode(3:0)
Mixing Mode
Sequence
00XX
No mixing
0100
fDAC/2
DAC A = {–A +A –A +A
…}
DAC B = {–B +B –B +B
…}
0101
fDAC/2
DAC A = {–A +A –A +A
…}
DAC B = {+B –B +B –B
…}
0110
fDAC/2
DAC A = {+A –A +A –A
…}
DAC B = {–B +B –B +B
…}
0111
fDAC/2
DAC A = {+A –A +A –A
…}
DAC B = {+B –B +B –B
…}
1000
fDAC/4
DAC A = {+A –B –A +B
…}
DAC B = {+B +A –B –A
…}
1001
fDAC/4
DAC A = {+A –B –A +B
…}
DAC B = {–B –A +B +A
…}
1010
fDAC/4
DAC A = {–A +B +A –B
…}
DAC B = {+B +A –B –A
…}
1011
fDAC/4
DAC A = {–A +B +A –B
…}
DAC B = {–B –A +B +A
…}
1100
–fDAC/4
DAC A = {+A +B –A –B
…}
DAC B = {+B –A –B +A
…}
1101
–fDAC/4
DAC A = {+A +B –A –B
…}
DAC B = {–B +A +B –A
…}
1110
–fDAC/4
DAC A = {–A –B +A +B
…}
DAC B = {+B –A –B +A
…}
1111
–fDAC/4
DAC A = {–A –B +A +B
…}
DAC B = {–B +A +B –A
…}
The output of CMIX is complex. For a real output, either DACA or DACB can be used and the other DAC slept,
the difference being the phase sequence.
The quadrature modulator correction (QMC) block provides a means for changing the phase balance of the
complex signal to compensate for I and Q imbalance present in an analog quadrature modulator. The QMC
block is limited in operation to a clock rate of 320 MSPS.
The block diagram for the QMC block is shown in Figure 41. The QMC block contains three programmable
parameters. Registers qma_gain and qmb_gain control the I and Q path gains and are 11 bit values with a
range of 0 to approximately 2. Note that the I and Q gain can also be controlled by setting the DAC full-scale
output current (see below). Register qm_phase controls the phase imbalance between I and Q and is a 10-bit
value with a range of –1/2 to approximately ½.
LO feedthrough can be minimized by adjusting the DAC offset feature described below.
An example of sideband optimization using the QMC block and gain adjustment is shown in Figure 42. The
QMC phase adjustment in combination with the DAC gain adjustment can reduce the unwanted sideband signal
from ~40 dBc to > 65 dBc.
Note that mixing in the CMIX block after the QMC correction will destroy the I and Q phase compensation
information from the QMC block.
39
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