MAX1449 Datasheet, PDF (11/18 Pages) Maxim Integrated Products – 10-Bit, 105Msps, Single +3.3V, Low-Power ADC with Internal Reference

10-Bit, 105Msps, Single +3.3V, Low-Power
ADC with Internal Reference
The MAX1449 provides three modes of reference oper-
ation:
• Internal reference mode
• Buffered external reference mode
• Unbuffered external reference mode
In internal reference mode, the internal reference out-
put REFOUT can be tied to the REFIN pin through a
resistor (e.g., 10kΩ) or resistor-divider, if an application
requires a reduced full-scale range. For stability pur-
poses it is recommended to bypass REFIN with a
>10nF capacitor to GND.
In buffered external reference mode, the reference volt-
age levels can be adjusted externally by applying a
stable and accurate voltage at REFIN. In this mode,
REFOUT may be left open or connected to REFIN
through a >10kΩ resistor.
In unbuffered external reference mode, REFIN is con-
nected to GND thereby deactivating the on-chip buffers
of REFP, COM, and REFN. With their buffers shut down,
these pins become high impedance and can be driven
by external reference sources.
Clock Input (CLK)
The MAX1449’s CLK input accepts CMOS-compatible
clock signals. Since the inter-stage conversion of the
device depends on the repeatability of the rising and
falling edges of the external clock, use a clock with low
jitter and fast rise and fall times (<2ns). In particular,
sampling occurs on the falling edge of the clock signal,
mandating this edge to provide lowest possible jitter.
Any significant aperture jitter would limit the SNR per-
formance of the ADC as follows:
SNR = 20 × log (0.5 × π × f_IN × t_AJ)
where f_IN represents the analog input frequency and
t_AJ is the time of the aperture jitter.
Clock jitter is especially critical for undersampling
applications. The clock input should always be consid-
ered as an analog input and routed away from any ana-
log input or other digital signal lines.
The MAX1449 clock input operates with a voltage
threshold set to V_DD/2. Clock inputs with a duty cycle
other than 50% must meet the specifications for high
and low periods as stated in the Electrical
Characteristics. (See Figures 3 (3a, 3b) and 4 (4a, 4b)
for the relationship between spurious-free dynamic
range (SFDR), signal-to-noise ratio (SNR), total harmon-
ic distortion (THD), or signal-to-noise plus distortion
(SINAD) versus duty cycle.)
Output Enable (OE), Power Down (PD),
and Output Data (D0–D9)
All data outputs, D0 (LSB) through D9 (MSB), are
TTL/CMOS logic-compatible. There is a 5.5 clock-cycle
latency between any particular sample and its valid
output data. The output coding is straight offset binary
(Table 1). With OE and PD high, the digital outputs
enter a high-impedance state. If OE is held low with PD
high, the outputs are latched at the last value prior to
the power down.
The capacitive load on the digital outputs D0 through D9
should be kept as low as possible (<15pF), to avoid
large digital currents that could feed back into the ana-
log portion of the MAX1449, thereby degrading its
dynamic performance. The use of buffers on the digital
outputs of the ADC can further isolate the digital outputs
from heavy capacitive loads. To further improve the
dynamic performance of the MAX1449, small series
resistors (e.g., 100Ω) may be added to the digital output
paths, close to the ADC. Figure 5 displays the timing
relationship between output enable and data output valid
as well as power-down/wake-up and data output valid.
System Timing Requirements
Figure 6 depicts the relationship between the clock
input, analog input, and data output. The MAX1449
samples at the falling edge of the input clock. Output
Table 1. MAX1449 Output Code for Differential Inputs
DIFFERENTIAL INPUT VOLTAGE*
V_REF × 511/512
V_REF × 510/512
V_REF × 1/512
0
- V_REF × 1/512
- V_REF × 511/512
- V_REF × 512/512
*V_REF = V_REFP = V_REFN
DIFFERENTIAL INPUT
+Full Scale -1LSB
+Full Scale -2LSB
+1LSB
Bipolar Zero
-1LSB
Negative Full Scale + 1LSB
Negative Full Scale
STRAIGHT OFFSET BINARY
11 1111 1111
11 1111 1110
10 0000 0001
10 0000 0000
01 1111 1111
00 0000 0001
00 0000 0000
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