Product Details
The Narda Broadband Field Meter NBM-520 is a very compact hand held device for measuring electric and magnetic fields.
The simplest possible operation with just four Buttons.
NBM-520 is part of the NBM-500 instrument family. It gives extremely accurate results for electromagnetic field strength measurements. The NBM-520, like its bigger counterpart NBM-550, handles applications from long wave up to high frequency microwave radiation using a selection of interchangeable probes for electric and magnetic fields.
The field strengths are captured with flat frequency response probes or probes with shaped frequency response, allowing the measurement values to be assessed against an environmental or occupational safety standard. The calibration factors for each probe are stored in the probe itself and are read out and taken into account automatically by the measuring set.
Product Features:
- Intelligent probe interface detects the probe parameters
- Fully automatic zero point adjustment
- PC software for convenient data management
Probe Selection:
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
Specification
Dimensions
|
36 x 52 x 195 mm |
Weight |
300 g (without probe) |
Display size |
4 cm (1.5“); 128 x 64 pixels |
Operating time from full battery charge |
12 hours (backlight permanently on) |