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)
LT75 Digital Light Meter Fc/Lux
• Measures up to 40k Foot candles (400k Lux)
• Cosine angular corrected
• Compact&lightweight,tsintopocket
• Zero adjustment
• Min/Max/Average function recalls highest,
lowest and average readings
• Data Hold freezes the reading on the display
• Low battery indicator
• Auto power off with disable
• OptionalmodelcompletewithCerticateof
Traceability to N.I.S.T.
• Includes 2 AAA batteries and carrying case
• 1-year warranty
• Measure light intensity in factories, parking lots, schools,
ofces,transportationlines,warehouses,hospitals,libraries,
schools, museums, art galleries and many other environments
Ordering Information:
LT75 Digital Light Meter Lux/Fc
LT75-NIST LT75includingCerticateofTraceabilitytoN.I.S.T.
Features:
Applications:
Measures light from uorescent, metal halide,
high-pressure sodium, and incandescent sources
850 Perimeter Road • Manchester, NH • (603) 669-6400 • info@triplett.com
Specifications
Display
Foot Candle Range
Lux Range
Resolution
Accuracy
Spectral Response
Light probe
Power
Dimensions
Weight
4 Digit LCD Display
0 to 40,000 Fc
0 to 400,000 Lux
0.01Fc/0.1Lux
±3% ±3 Lux (0 to 500 Lux); ±3% (>501 Lux)
CIE Appropriate Light (CIE eye response curve)
Silicon light diode and a spectral response filter
(2) AAA batteries
5.3 x 1.9 x 0.9” (133 x 48 x 23mm)
8.8oz (250g)
TRACEABLE
CALIBRATION
AVAILABLE