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)
Temperature Calibration Equipment
01
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 # 20230625
AccuMac AM1751
Secondary Reference PRT
OVERVIEW
The AM1751 series of Secondary Reference PRTs offers affordable reference probes for precision temperature mea-
surement and calibration both in the lab and in the eld. These PRTs feature an accuracy of <0.012°C and a short term
stability of <0.007°C.
To reach the best performance in stability and repeatability, the sensing element has been specially designed to protect
the platinum sensing wire from contamination at high temperatures. A unique supporting structure and lling material
provide the best balance among the hysteresis effect, mechanical shock and thermal shock performance. This high-
performance probe fully meets the ITS-90 criteria for reference thermometers. Each probe comes standard with an ISO
17025 accredited calibration.
SPECIFICATIONS
Affordable Reference Probe
Temperature Range: -200
°
C to 670
°
C
Accuracy: <0.012
°
C
at 0.01
°
C
Short-term Stability: <0.007
°
C
Temperature Coefficient 0.003925
Ω/Ω/
°
C
Fully Meets the ITS-90 Criteria for Reference Thermometers
Inconel™ Sheath to Withstand Harsh Environments
ISO 17025 Accredited Calibration Included
AM1751-12 AM1751-BEND
Temperature Range
-200°C to 670°C
Nominal Resistance at 0.01°C 100 Ω
Temperature Coefcient 0.003925 Ω/Ω/°C
Calibrated Accuracy (k=2)
[1][2]
±0.025°C at -40°C
±0.015°C at 0.01°C
±0.035°C at 420°C
±0.05°C at 661°C
Long Term Drift at 0.01°C
[3]
<0.01°C at TPW after 100 hours at 661°C
Short Term Stability <0.007°C
Thermal Shock
<0.005°C after 10 thermal cycles from minimum to maximum temperatures
Hysteresis ≤0.005°C
Self-heating 50 mW/°C
Response Time
[4]
9 seconds
Measurement Current 0.5 mA or 1 mA
Sensor Length 1.26 in (32 mm)
Sensor Location 0.12 in (3 mm) from tip
Insulation Resistance >1000 MΩ at room temperature
Sheath Material Inconel™
Sheath Dimensions 0.25 in (6.35 mm) (OD) x 12 in (305 mm) (L)
0.25 in (6.35 mm) (OD) x 9.75 in (247.65 mm) vertical
x 4.5 in (114.3 mm) horizontal
External Leads Teon™ insulated copper wire, 4 leads, 6.5 feet (2 meters)
Handle Dimension 0.59 in (15 mm) (OD) x 2.56 in (65 mm) (L)
Handle Temperature Range -50°C to 180°C
Calibration ISO 17025 accredited calibration
[1] Includes calibration and 100 hour drift.
[2] Probe calibration ranges may differ from probe temperature ranges (see Calibrated Accuracy for calibration ranges).
[3] Long-term drift rate is for reference only. It could be affected by such facts as handling, application, and maintenance, etc.
[4] For 63% response to step change in water moving at 1 meter per second.