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Eval-FB2M5LRR
Ethernet LC Evaluation Kit
User Guide
Eval-FB2M5LRR Revision A
2
EVALUATION KIT CONTENTS
The Evaluation Kit contains the following:
1. Evaluation PCB
2. FB2M5LRR 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. FB2M5LRR 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 RSSI, connect a multimeter or oscilloscope channel set to 1 MΩ input and measure the
voltage V
RSSI
. V
RSSI
is set by a 10 kΩ resistor. See datasheet for graph of optical power against V
RSSI.
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 FB2M5LRR Evaluation PCB