![](data:image/png;base64,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)
Temperature Calibration Equipment
06
Corporate Headquarters
2900 Saturn Street #B
Brea, CA 92821, USA
Salt Lake City Office
1364 West State Rd. Suite 101
Pleasant Grove, UT 84062, USA
Phone: 714-998-6899 Fax: 714-998-6999 Email: sales@additel.com
Rev # 20210422
Input Specifications (Process Calibrator [PC] Option)
Specification Description
Readout Accuracy
for 100 ohm PRT
(Probe Accuracy Not
Included)
±
0.009°C at -40°C
±
0.010°C at 0°C
±
0.012°C at 50°C
±
0.017°C at 155°C
±
0.019°C at 200°C
±
0.026°C at 350°C
±
0.030°C at 420°C
±
0.042°C at 660°C
Readout Resolution 0.5 mΩ
Reference Resistance Range 0Ω to 400Ω
Reference Resistance
Accuracy
0Ω to 50Ω: 0.002Ω
50Ω to 400Ω: 0.008% RD
Reference Characterizations ITS-90, CVD, IEC-751, Resistance
Reference Measurement
Capability
4-wire PRT
Reference Probe Connection 6-pin lemo smart connector
RTD Channels 2
RTD Measurement Accuracy
(excl sensor)
Compliance
0Ω to 25Ω: 0.002Ω
25Ω to 400Ω: 0.004% RD
400Ω to 4K Ω: 0.008% RD
RTD Measurement
Resolution
0Ω to 400Ω: 1 mΩ
400Ω to 4K Ω: 0.01Ω
RTD Measurement
Resistance Range
0Ω to 4KΩ
RTD Characterizations
PT10, PT25, PT50, PT100, PT200, PT500,
PT1000, CU10, CU50, CU100, NI100, NI120
RTD Connection Four 4 mm input jacks
RTD Channels 2 channels. Both accept 2, 3, or 4-wire RTDs
TC Channel 2
TC Measurement Channels
Mini TC terminals:
Accepting S, R, K, B, N, E, J, T, C, D, G, L,
and U
TC Measurement Accuracy
(excl sensor)
Type K:
±
0.13°C at 0°C
±
0.16°C at 155°C
±
0.19°C at 350°C
±
0.25°C at 660°C
TC Range –75 mV to 75 mV
TC Resolution 0.0001 mV, Input Impedance >100 MΩ
TC Voltage Accuracy 0.02% RD + 5 µV
Internal CJC Accuracy ±0.35°C (ambient from 0°C to 50°C)
Current Range –30 mA to 30 mA
Current Accuracy 0.02% RD + 2 µA
Current Resolution 0.0001 mA, Input Impedance: < 10Ω
TC Measurement Specification and Calculation
(Process Calibrator [PC] Option)
TC Type Temperature (
°
C) Error (
°
C)
[1]
TC Type Temperature (
°
C) Error (
°
C)
[1]
B
250 ±2
L
-40 ±0.1
350 ±1.44 0 ±0.1
660 ±0.84 155 ±0.12
C
0 ±0.38 350 ±0.16
155 ±0.34 660 ±0.21
350
±0.33
N
-40
±0.2
660 ±0.38 0 ±0.2
D
0 ±0.52 155 ±0.19
155
±0.37 350
±0.2
350 ±0.33 660 ±0.24
660 ±0.36
R
-40 ±1.23
E
-40
±0.09
0 ±0.95
0 ±0.09 155 ±0.63
155 ±0.1 350 ±0.56
350 ±0.13 660 ±0.54
660 ±0.19
S
-40 ±1.16
G
0 ±3.85 0 ±0.93
155 ±0.71 155 ±0.65
350 ±0.43 350 ±0.6
660 ±0.36 660 ±0.6
J
-40 ±0.1
T
-40 ±0.14
0 ±0.1 0 ±0.13
155 ±0.12 155 ±0.13
350 ±0.16 350 ±0.15
660 ±0.21 400 ±0.15
K
-40 ±0.13
U
-40 ±0.14
0 ±0.13 0 ±0.13
155 ±0.16 155 ±0.13
350 ±0.19 350 ±0.14
660 ±0.25 600 ±0.17
[1] Excluding cold junction compensation errors.
Specification Description
Voltage Ranges –12 V to 12 V and –30 V to 30 V
Voltage Accuracy ±0.02% RD + 2 mV
Voltage Resolution 0.001 V; Input impedance: > 1MΩ
Switch Test Mechanical or Electrical
DC 24V Output 24V ±10%, MAX60 mA
Hart Communicator
Read, congure and calibrate HART devices
- DD les updated periodically
Optional - (order ADT875PC)
Documentation
Up to 1,000 tasks which store up to 10 results
each containing as found and as left data.
Snap shot feature allows for screen captures.
Records auto step and ramp functions.
Temperature Coefficient
0
℃
to 8
℃
and 38
℃
to 50
℃
ADT875 (PC)-155: ±0.005°C/°C
ADT875 (PC)-350/660: ±0.01°C/°C
Ref Readout: ±5 ppm FS/°C
RTD Readouts: ±2 ppm FS/°C
TC Readouts: ±5 ppm FS/°C
Current: ±5 ppm FS/°C
Voltage: ±5 ppm FS/°C