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)
Pressure / Process Calibration Equipment
04
Corporate Headquarters
2900 Saturn St #B
Brea, CA 92821, USA
Salt Lake City Office
1364 West State Rd. Suite 101
Pleasant Grove, UT 84062, USA
Phone: 714-998-6899 Email: sales@additel.com
Rev # 20240109
Measurement Accuracy Cont.
Specifications
ADT226 ADT226Ex
Range Resolution Accuracy Range Resolution Accuracy
Voltage DC
-300 to 300 mV 1 µV 0.015% RDG + 15 µV -300 to 300 mV 1µV
0.02% RDG + 15 µV
-30 to 30 V 0.1 mV 0.015%RDG + 1.5 mV -30 to 30 V 0.1 mV 0.02% RDG + 1.5 mV
Impedance: -300 mV to 300 mV = > 100 MΩ
-30 V to 30 V = >1 MΩ
DC High Voltage
-300 to 300 V 10 mV 0.05% RDG + 30 mV
N/A
The highest input voltage is 300 V, IEC61010 300V CATII
Common mode rejection: >100 dB (at 50 or 60 Hz)
Impedance: > 4 MΩ, DC coupling
AC High Voltage
300V (40 to 500 Hz) 10 mV 0.5% RDG + 150 mV
N/A
The highest input voltage is 300 V, IEC61010 300V CATII
9% to 100% of range is suitable for the above accuracy indicators
Impedance: >4 MΩ, <100pF, AC coupling
Current DC -30 to 30 mA 0.1 μA 0.015% RDG + 1.5 µA -30 to 30 mA 0.1 μA 0.02% RDG + 1.5 µA
Resistance
(4-Wire)
0 to 400 Ω 1 mΩ 0.015% RDG + 20 mΩ 0 to 400 Ω 1 mΩ 0.02% RDG + 20 mΩ
0 to 4000 Ω 10 mΩ 0.015% RDG + 200 mΩ 0 to 4000 Ω 10 mΩ 0.02% RDG + 200 mΩ
2-Wire + 50 mΩ, 3-wire + 10 mΩ
Excitation current: 0.2 mA
Voltage mV (TC)
-10 to 75 mV 0.1uV 0.015% RDG + 4.0 µV -10 to 75 mV 0.1uV
0.02% RDG + 4.0 µV
Impedance: >100 MΩ
Frequency
(0.01 ~ 5) Hz 0.00001 Hz 0.005%RDG + 0.00005 Hz (0.01 ~ 5) Hz 0.00001 Hz 0.005%RDG + 0.00005 Hz
(5 ~ 50) Hz 0.0001 Hz 0.005%RDG + 0.0005 Hz (5 ~ 50) Hz 0.0001 Hz 0.005%RDG + 0.0005 Hz
(50 ~ 500) Hz 0.001 Hz 0.005%RDG + 0.005 Hz (50 ~ 500) Hz 0.001 Hz 0.005%RDG + 0.005 Hz
(500 ~ 5000) Hz 0.01 Hz 0.005%RDG + 0.05 Hz (500 ~ 5000) Hz 0.01 Hz 0.005%RDG + 0.05 Hz
(5000 ~ 50000) Hz 0.1 Hz 0.005%RDG + 0.5 Hz (5000 ~ 50000) Hz 0.1 Hz 0.005%RDG + 0.5 Hz
Minimum threshold voltage: 2.5 V
Supported units: Hz, kHz, MHz, CPM, CPH, s, ms, µs
Duty Cycle
(1%~99%)@≤10000Hz 0.01%
0.1% kHz + 0.05% N/A
(5%~99%)@≤50000Hz 0.1%
Pulse
0 to 9999999 1 N/A 0 to 9999999 1
N/A
Optional rising edge and falling edge, minimum threshold voltage: 2.5V
Switch Support for dry or wet switch, voltage range of 3 to 30 V, response speed of < 10 ms
SPECIFICATIONS
Note 1: When the environment temperature is (-10
~
+10)
℃
and (30
~
50)
℃
, the temperature coefcient is:
Voltage, current, thermocouple, thermal resistance output: ± 5 ppm FS/
℃
(for Non-Ex version);
When the environment temperature is (-20
~
-10)
℃
, the temperature coefcient is:
Voltage, current, thermocouple, thermal resistance output: ± 5 ppm FS/
℃
(for Ex version);
AC High Voltage TRMS measurement: ± (250 ppmRDG + 25 ppmFS)/
℃;
DC High Voltage measurement:± 25ppmFS/
℃.
Note 2: Input features:
Voltage range: (-300 ~ 300) mV, input impedance >100 MΩ; (-30 ~ 30) V, input impedance >1MΩ;
Current measurement: input impedance < 40 Ω;
TC measurement: input impedance >100 MΩ;
AC High Voltage TRMS measurement: input impedance: > 4MΩ , <100pF, AC coupling; Maximum input voltage: 300 V, IEC61010 300V CATII;
9% ~ 100% of the range is applicable to the accuracy index above.
DC High Voltage measurement: > 4 MΩ, DC coupling; Maximum input voltage: 300 V, IEC61010 300V CATII; Common-mode rejection:>100 dB
(
in 50 or 60 Hz
)
Note 3
:
The thermal resistance measurement excitation power supply is 0.2mA. There are four wire system, three wire system and two wire system measurement modes
at each gear position. The accuracy indicators are as follows
:
The accuracy data given in the table is the accuracy data in 4-line system
;
3-wire system accuracy is +10 mΩ on the basis of 4-wire system accuracy;
2-wire accuracy is +50 mΩ on the basis of 4-wire accuracy;
Note 4: Minimum threshold voltage for frequency and pulse measurement: 2.5V;
Note 5: Frequency measurement unit: Hz, kHz, MHz, CPM, CPH, s, ms, µs;
Note 6: Optional rising edge or descending edge trigger mode for pulse measurement.