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ADP7142AUJZ-R2 数据表(PDF) 16 Page - Analog Devices

部件名 ADP7142AUJZ-R2
功能描述  40 V, 200 mA, Low Noise, CMOS LDO Linear Regulator
PDF  23 Pages
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制造商  AD [Analog Devices]
网页  http://www.analog.com
标志 AD - Analog Devices

ADP7142AUJZ-R2 数据表(HTML) 16 Page - Analog Devices

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ADP7142
Data Sheet
Rev. H | Page 16 of 23
NOISE REDUCTION OF THE ADP7142 IN
ADJUSTABLE MODE
The ultralow output noise of the ADP7142 is achieved by
keeping the LDO error amplifier in unity gain and setting the
reference voltage equal to the output voltage. This architecture
does not work for an adjustable output voltage LDO in the
conventional sense. However, the ADP7142 architecture allows
any fixed output voltage to be set to a higher voltage with an
external voltage divider. For example, a fixed 5 V output can be
set to a 10 V output according to Equation 3 (see Figure 50):
VOUT = 5 V (1 + R1/R2)
The disadvantage in using the ADP7142 in this manner is that
the output voltage noise is proportional to the output voltage.
Therefore, it is best to choose a fixed output voltage that is close
to the target voltage to minimize the increase in output noise.
The adjustable LDO circuit can be modified to reduce the
output voltage noise to levels close to that of the fixed output
ADP7142. The circuit shown in Figure 50 adds two additional
components to the output voltage setting resistor divider. CNR
and RNR are added in parallel with R1 to reduce the ac gain of
the error amplifier. RNR is chosen to be small with respect to R2.
If RNR is 1% to 10% of the value of R2, the minimum ac gain of
the error amplifier is approximately 0.1 dB to 0.8 dB. The actual
gain is determined by the parallel combination of RNR and R1.
This gain ensures that the error amplifier always operates at
slightly greater than unity gain.
CNR is chosen by setting the reactance of CNR equal to R1 − RNR
at a frequency between 1 Hz and 50 Hz. This setting places the
frequency where the ac gain of the error amplifier is 3 dB down
from its dc gain.
VOUT = 12V
VIN = 14V
VOUT
VIN
GND
SENSE/ADJ
EN
100kΩ
200kΩ
COUT
2.2µF
CIN
2.2µF
ON
OFF
RNR
1kΩ
R2
10kΩ
R1
91kΩ
CNR
1µF
Figure 50. Noise Reduction Modification
The noise of the adjustable LDO is found by using the
following formula, assuming the noise of a fixed output LDO is
approximately 11 μV.
Noise = 11 μV × (RPAR + R2)/R2
(9)
where RPAR is a parallel combination of R1 and RNR.
Based on the component values shown in Figure 50, the ADP7142
has the following characteristics:
DC gain of 10 (20 dB)
3 dB roll-off frequency of 1.75 Hz
High frequency ac gain of 1.099 (0.82 dB)
Theoretical noise reduction factor of 9.1 (19.2 dB)
Measured rms noise of the adjustable LDO without noise
reduction is 70 μV rms
Measured rms noise of the adjustable LDO with noise
reduction is 12 μV rms
Measured noise reduction of approximately 15.3 dB
Note that the measured noise reduction is less than the
theoretical noise reduction. Figure 51 shows the noise spectral
density of an adjustable ADP7142 set to 6 V and 12 V with and
without the noise reduction network. The output noise with the
noise reduction network is approximately the same for both
voltages, especially beyond 100 Hz. The noise of the 6 V and 12 V
outputs without the noise reduction network differs by a factor
of 2 up to approximately 20 kHz. Above 40 kHz, the closed
loop gain of the error amplifier is limited by its open loop gain
characteristic. Therefore, the noise contribution from 20 kHz to
100 kHz is less than what it would be if the error amplifier had
infinite bandwidth. This is also the reason why the noise is less
than what might be expected simply based on the dc gain, that
is, 70 μV rms vs. 110 μV rms.
FREQUENCY (Hz)
10M
1M
100k
10k
1k
100
10
1
1
10
100
10k
100k
1k
12V NOISE REDUCTION
12V NO NOISE REDUCTION
6V NOISE REDUCTION
6V NO NOISE REDUCTION
Figure 51. 6 V and 12 V Output Voltage with and Without Noise Reduction
Network
EFFECT OF NOISE REDUCTION ON START-UP TIME
The start-up time of the ADP7142 is affected by the noise
reduction network and must be considered in applications
where power supply sequencing is critical.
The noise reduction circuit adds a pole in the feedback loop,
slowing down the start-up time. The start-up time for an adjustable
model with a noise reduction network can be approximated
using the following equation:
SSNRTIME (sec) = 5.5 × CNR × (RNR + R1)
For a CNR, RNR, and R1 combination of 1 μF, 1 kΩ, and 91 kΩ as
shown in Figure 50, the start-up time is approximately 0.5 sec.
When SSNRTIME is greater than SSTIME, SSNRTIME dictates the
length of the start-up time instead of the soft start capacitor.



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