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)
Temperature Calibration Equipment
05
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 Email: sales@additel.com
Rev # 20221031
Input Specifications (Process Calibrator [PC] Option)
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 ±1.99
T
-200 ±0.28
300 ±1.65 -40 ±0.14
425 ±1.18 0 ±0.13
660 ±0.81 160 ±0.11
700 ±0.77 300 ±0.11
1768 ±0.56 400 ±0.11
K
-200 ±0.29
N
-200 ±0.46
-40 ±0.13 -40 ±0.20
0 ±0.13 0 ±0.19
160 ±0.14 160 ±0.17
300 ±0.15 300 ±0.17
425 ±0.16 425 ±0.17
660 ±0.18 660 ±0.19
700 ±0.19 700 ±0.19
1000 ±0.31 1000 ±0.27
E
-200 ±0.16
S
-50 ±1.25
-40 ±0.09 -40 ±1.17
0 ±0.09 0 ±0.93
160 ±0.08 160 ±0.63
300 ±0.09 300 ±0.57
425 ±0.10 425 ±0.55
660 ±0.12 660 ±0.54
700 ±0.13 700 ±0.53
1000 ±0.17 1768 ±0.66
J
-210 ±0.22
R
-50 ±1.33
-40 ±0.10 -40 ±1.23
0 ±0.10 0 ±0.95
160 ±0.11 160 ±0.61
300 ±0.12 300 ±0.54
425 ±0.13 425 ±0.51
660 ±0.14 660 ±0.48
700 ±0.14 700 ±0.48
1000 ±0.21 1768 ±0.58
[1] Excluding cold junction compensation errors.
Specification Description
Voltage Ranges -12 V to 12 V and –30 V to 30 V
Voltage Accuracy ±0.01% RD + 0.6 mV
Voltage Resolution 0.1 mV; Input impedance: >1MΩ
Switch Test Mechanical or Electrical
DC 24V Output 24 V ±0.5 V, MAX 60 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 13
℃
and 33
℃
to 50
℃
ADT878 (PC)-160: ±0.005°C/°C
ADT878 (PC)-425/700: ±0.005°C/°C
Ref Readout: ±1 ppm FS/°C
RTD Readouts: ±1 ppm FS/°C
TC Readouts: ±5 ppm FS/°C
Current: ±5 ppm FS/°C
Voltage: ±5 ppm FS/°C
Specification Description
Readout Accuracy
for 100 ohm PRT
(Probe Accuracy Not
Included)
±
0.005°C at -40°C
±
0.006°C at 0°C
±
0.008°C at 50°C
±
0.009°C at 100°C
±
0.011°C at 160°C
±
0.015°C at 300°C
±
0.019°C at 425°C
±
0.026°C at 660°C
±
0.028°C at 700°C
Readout Resolution 0.1 mΩ
Reference Resistance
Temperature Measurement
Range
-200°C to 962°C
Reference Resistance
Accuracy
0Ω to 50Ω:
±
1.25mΩ
50Ω to 400Ω:
±
0.0025% RD
Reference Characterizations ITS-90, CVD, IEC-751
Reference Measurement
Capability
4-wire PRT
Reference Probe Connection
6-pin lemo smart connector and Quick-Push
connectors to accept banana, mini-banana,
large & small spade lug and bare wire
connections
RTD Channels 2 channels. Both accept 2, 3, or 4-wire RTDs
RTD Measurement Accuracy
(excl sensor)
0Ω - 25Ω: ±0.002Ω
25Ω - 400Ω: 0.004% RD
400Ω - 4kΩ: 0.005% RD
RTD Measurement
Resolution
0.1mΩ
RTD Measurement
Resistance Range
0Ω to 4KΩ
RTD Characterizations
PT10, PT25, PT50, PT100, PT200, PT500,
PT1000, CU10, CU50, CU100, NI100, NI120
RTD Connection
Quick-Push connectors accept banana,
mini-banana, large & small spade lug and
bare wire connections
TC Channel 2
TC Measurement Channels
Accepting S, R, K, B, N, E, J, T, C, D, G, L,
and U
TC Range –75 mV to 75 mV
TC Resolution 0.1 µV
TC Voltage Accuracy 0.01% RD + 5 µV
Internal CJC Accuracy ±0.2°C (ambient from 0°C to 50°C)
Current Range –30 mA to 30 mA
Current Accuracy 0.01% RD + 2 µA
Current Resolution 0.1 µA, Input Impedance: < 10Ω