Jonard Tools
Wireless Fiber Inspection Microscope
Hisco #:WFM-100-27552
MFG #:WFM-100
$
Manufacturer Estimated Lead Time When Not In Stock: 2 days
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1
The Jonard Tools WFM-100 portable Wi-Fi end-face probe provides clear high-resolution images of fiber optic connector ferrules in real time on a smart mobile device or tablet. It also features a One Press automatic analyze function, which automatically generates and records a Pass/Fail report.
Jonard Tools WFM-100 Features:- Inspects male and female PC/UPC SC, ST, FC, and LC fiber connectors and ports using the 5 included adapters
- One Press auto analyze function automatically generates and records a Pass/Fail report
- 200x magnification and high resolution camera provide a crystal clear image directly on your smart device
- App is free to download and is compatible with both Android and iOS
- Can be used via USB to connect to our OTDR-1500 or other device
Product Description
Technical Information
SDS/TDS
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Product Description
The Jonard Tools WFM-100 portable Wi-Fi end-face probe provides clear high-resolution images of fiber optic connector ferrules in real time on a smart mobile device or tablet. It also features a One Press automatic analyze function, which automatically generates and records a Pass/Fail report.
Jonard Tools WFM-100 Features:- Inspects male and female PC/UPC SC, ST, FC, and LC fiber connectors and ports using the 5 included adapters
- One Press auto analyze function automatically generates and records a Pass/Fail report
- 200x magnification and high resolution camera provide a crystal clear image directly on your smart device
- App is free to download and is compatible with both Android and iOS
- Can be used via USB to connect to our OTDR-1500 or other device
Technical Information
Brand: Jonard Tools
Weight: 1.72
Country Of Origin: CN
Harmonized Code: 8515.80.0080
UPC Code: 810132437595
Additional Resources
$
Minimum Order QTY: 1
Item must be ordered in multiples of 1
Item must be ordered in multiples of 1