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Eval-FB2M5LVR
Ethernet LC Evaluation Kit
User Guide
Eval-FB2M5LVR Revision C
2
EVALUATION KIT CONTENTS
The Evaluation Kit contains the following:
1. Evaluation PCB
2. FB2M5LVR mounted onto the evaluation PCB
3. POF cable with loop back LC plug (1 m, 0.5 NA, 2.2 mm jacket simplex POF)
4. FB2M5LVR Datasheet
INITIAL SETUP
1. Connect GND of a DC power supply to the ground points of the PCB (black terminals).
2. Connect 3.3 V to each of the Tx and Rx VCC jacks (red terminals).
3. To monitor the signal detect function, connect an oscilloscope probe (1 MΩ) to the SD test point.
4. Connect suitable pattern generator differential data signals via SMA cables to the TD +/- data pins.
5. Connect the RD +/- data pins to a suitable high-speed oscilloscope using 50 Ω termination and high-
speed coax, SMA terminated cables.
6. For a loop-back cable test, connect the provided LC loop-back cable assembly into the LC
connector. This connects the Tx back to the Rx over 1m of Step-Index POF.
FIGURE 2
Setup of the FB2M5LVR Evaluation PCB