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K-16
K
Model Number Description
OM-NOMAD-BATT Replacement battery
SMCJ-CAB Cable wire (red and black) 1 m long (3')
The SMCJ converts a thermocouple
input signal to a cold junction
compensated, linear, amplified
analog output for use with DMMs,
recorders, dataloggers and other
electronic devices. The output
from the SMCJ is a linear
1 mV/degree signal and is user
switchable between °C and °F.
To Order
Thermocouple
Temperature Range
Model Number Input Type °C °F
SMCJ-J Iron-Constantan -100 to 750 -148 to 1382
SMCJ-K CHROMEGA
®
-ALOMEGA
®
-100 to 1250 -148 to 2282
SMCJ-T Copper-Constantan -100 to 350 -148 to 662
Comes complete with mating miniature male thermocouple connector, BUMPER BAND
®
, one “AA”
battery and operator’s manual. Note: Red and Black output cable set is sold separately.
Ordering Example: SMCJ-J; J calibration analog converter and SMCJ-CAB cable wire.
Accessories
U High Stability Electronics
U 1 mV/Degree
Linear Output
U One-Button Operation
U °C/°F Switchable
U Lithium Battery Included
U Low Battery Indication
U Built-In EMI Shielding
U Thermocouple Break
Indication
U Protective
BUMPER BAND
®
U RoHS 2 Compliant
Thermocouple-to-Analog
Connector/Converter
The Smart Connector
™
Miniature Connector (Type SMP).
Standard Connector (Type OST).
The SMCJs Patented Design accepts
both Miniature and Standard
connectors or probes.
Specifications
Measuring Temperature Range:
Type J: -100 to +750°C
(-148 to +1382°F)
Type K: -100 to +1250°C
(-148 to +2282°F)
Type T: -100 to +350°C
(-148 to +662°F)
Accuracy @ 75°F Ambient
Temperature Across the Range:
Type J: ±1.4°C (±2.5°F)
Type K: ±3°C (±5°F)
Type T: ±2°C (±3°F)
Output: 1 mV/°F or °C
Input Impedance: 3 MΩ
Output Load: 1 kΩ min
Power: One AA size lithium battery,
3.6 Vdc, 1900 mAH (included)
Battery Life: 1440 hrs (60 days)
of continuous operation (no load)
Low Battery Indication: Red LED
flashes once a second
Response Time:
(0 to 63% of final value): 150 msec
Operating Temperature:
0 to 50°C (-18 to 122°F)
Dimensions:
100 L x 50 W x 25 mm H (4 x 2 x 1")
Weight: 67 g (2.4 oz)
Shown smaller than actual size.
1 mV per degree
analog output.
Thermocouple Input.
BUMPER
BAND
®
With
Universal
Female
Connector!
SMCJ Series