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)
![](http://www.ritinspection.com/uploads/200209/1-200209210512204.png)
Technical Parameters
- Thickness range and precision:
Thickness precision is 0.04 mm @ ambient range from 1.5 to 100 mm (steel)
Thickness precision is 0.1 mm @ ambient range from 100 to 200 mm (steel)
High temperature compensation measurement precision 2% of the range.
- Maximum allowable liftoff:
Ambient permanent magnet EMA transducer: up to 4 mm.
High temperature permanent magnet EMA transducer: up to 2 mm.
Ambient electromagnetic pulse transducer up to 1 mm.
- Non-perpendicularity angle (angle between the normal of the transducer relative to the object under test) up to ¡¾25¡Æ.
- Excitation frequency: 3.0 ~ 3.9 MHz
- Measuring frequency: 16 times /s
- Testing surface minimum curvature diameter: ¡Ã 8mm
- Sound velocity range: 1000~9999 m/s, adjustment increment 1m/s
- Gate function: automatic gate, manual single gate, manual double gate
- Display: color LCD, 3.5 inch/320¡¿480 pixel
- Communication interface£ºUSB2.0
- Dimension and weight: height 195¡¿width 90¡¿thickness 40mm, ¡Â820g
- Ambient pulse probe: pulse type electromagnet, the minimum magnetic force, circular ¥Õ30¡¿high 44mm, weight¡Â60g, cable length 0.8m
- Ambient permanent magnetic probe: weak permanent magnets, the magnetic attraction force ≈15N, circular ¥Õ30¡¿high 44mm, weight¡Â80g, cable length 0.8m
- High temperature permanent magnetic probe and wand: the magnetic attraction force ≈ 20N, circular ¥Õ45¡¿length 250mm, weight ¡Â370g£¬cable length 0.8m. wand length can be customized.
- Operating temperature: ambient probe -20~+50¡É, high temperature probe -20~+700¡É (-20 ~ 310¡É can be operated continuously without special cooling. 310 ~ 700¡É, intermittent operation, each measurement time ¡Â 5 seconds, cooling interval time ¡Ã15 seconds).
![](http://www.ritinspection.com/uploads/200209/1-2002092116053O.png)
![](http://www.ritinspection.com/uploads/200209/1-200209211F3264.png)