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ADE9000ACPZ Fiches technique(PDF) 26 Page - Analog Devices

No de pièce ADE9000ACPZ
Description  High Performance, Multiphase Energy Power Quality Monitoring IC
PDF  73 Pages
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Fabricant  AD [Analog Devices]
Site Internet  http://www.analog.com
Logo AD - Analog Devices

ADE9000ACPZ Fiches technique(HTML) 26 Page - Analog Devices

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Data Sheet
ADE9000
Rev. A | Page 25 of 72
TERMINOLOGY
Crosstalk
Crosstalk is measured by grounding one channel and applying a
full-scale 50 Hz or 60 Hz signal on all the other channels. The
crosstalk is equal to the ratio between the grounded ADC output
value and its ADC full-scale output value. The ADC outputs
are acquired for 100 sec. Crosstalk is expressed in decibels.
Differential Input Impedance (DC)
The differential input impedance represents the impedance
between the pair IxP and IxN or VxP and VxN. It varies with
the PGA gain selection as indicated in Table 1.
ADC Offset
ADC offset is the difference between the average measured
ADC output code with both inputs connected to GND and the
ideal ADC output code of zero. ADC offset is expressed in mV.
ADC Offset Drift over Temperature
The ADC offset drift is the change in offset over temperature.
It is measured at −40°C, +25°C, and +85°C. Calculate the offset
drift over temperature as follows:
(
)
(
)
(
)
(
)
(
)
(
)


°
+
°
+
°
+
°
+
°
+
°
°
+
°
=
C
25
C
85
C
25
C
85
,
C
25
C
40
C
25
C
40
max
Offset
Offset
Offset
Offset
Drift
Offset drift is expressed in µV/°C.
ADC Gain Error
The gain error in the ADCs represents the difference between the
measured ADC output code (minus the offset) and the ideal
output code when an external voltage reference of 1.2 V is used.
The difference is expressed as a percentage of the ideal code. It
represents the overall gain error of one channel.
ADC Gain Drift over Temperature
This temperature coefficient includes the temperature variation
of the ADC gain while using an external voltage reference of
1.2 V. It represents the overall temperature coefficient of one
current or voltage channel. With an external voltage reference
of 1.2 V in use, the ADC gain is measured at −40°C, +25°C, and
+85°C. Then the temperature coefficient is computed as follows:
(
)
(
)
(
)
(
)
(
)
(
) 

°
+
°
+
×
°
+
°
+
°
+
°
+
°
×
°
+
°
+
°
=
C
25
C
85
C)
25
(
C
25
C
85
,
C
25
C
40
C)
25
(
C
25
C
40
max
Gain
Gain
Gain
Gain
Gain
Gain
Drift
Gain drift is measured in ppm/°C.
AC Power Supply Rejection (PSRR)
AC PSRR quantifies the measurement error as a percentage of
reading when the dc power supply is nominal (VNOM) and
modulated with ac, and the inputs are grounded. For the ac PSRR
measurement, 20 sec samples are captured with nominal supplies
(3.3 V, which is V1) and a second set (V2) is captured with an
additional ac signal (330 mV peak at 50 Hz) introduced onto the
supplies. Then, the PSRR is expressed as PSRR = 20 log10(V2/V1).
Signal-to-Noise Ratio (SNR)
SNR is calculated by inputting a 50 Hz signal, and samples are
acquired for 2 sec. The amplitudes for each frequency up to the
bandwidth given in Table 1 as the ADC output bandwidth (−3 dB)
are calculated. To determine the SNR, the signal at 50 Hz is
compared to the sum of the power from all the other frequencies,
removing power from its harmonics. The value for SNR is
expressed in decibels.
Signal-to-Noise-and-Distortion Ratio (SINAD)
SINAD is calculated by inputting a 50 Hz signal, and samples
are acquired for 2 sec. The amplitudes for each frequency up to
the bandwidth given in Table 1 as the ADC output bandwidth
(−3 dB) are calculated. To determine the SINAD, the signal at
50 Hz is compared to the sum of the power from all the other
frequencies. The value for SINAD is expressed in decibels.
Total Harmonic Distortion (THD)
THD is calculated by inputting a 50 Hz signal, and samples are
acquired for over 2 sec. The amplitudes for each frequency up
to the bandwidth given in Table 1 as the ADC output bandwidth
(−3 dB) are calculated. To determine the THD, the amplitudes
of the 50 Hz harmonics up to the bandwidth are root sum
squared. The value for THD is expressed in decibels.
Spurious-Free Dynamic Range (SFDR)
SFDR is calculated by inputting a 50 Hz signal, and samples are
acquired for over 2 sec. The amplitudes for each frequency up
to the bandwidth given in Table 1 as the ADC output bandwidth
(−3 dB) are calculated. To determine the SFDR, the amplitude
of the largest signal that is not a harmonic of 50 Hz is recorded.
The value for SFDR is expressed in decibels.
ADC Output Pass Band
The ADC output pass band is the bandwidth within 0.1 dB,
resulting from the digital filtering in the sinc4 and sinc4 + IIR LPF.
ADC Output Bandwidth
The ADC output bandwidth is the bandwidth within −3 dB,
resulting from the digital filtering in the sinc4 and sinc4 + IIR LPF.



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