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FTLF8524P2BNV Datasheet(PDF) 3 Page - Finisar Corporation. |
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FTLF8524P2BNV Datasheet(HTML) 3 Page - Finisar Corporation. |
3 / 12 page FTLF8524P2xNy Pluggable SFP Product Specification – March 2005 Finisar Corporation March 14, 2005 Rev.I Page 3 II. Absolute Maximum Ratings Parameter Symbol Min Typ Max Unit Ref. Maximum Supply Voltage Vcc -0.5 4.0 V Storage Temperature TS -40 85 °C Case Operating Temperature TA -20 85 °C Relative Humidity RH 0 85 % 1 III. Electrical Characteristics (TA = -20 to 85 °°°°C, VCC = 3.0 to 3.6 Volts) Parameter Symbol Min Typ Max Unit Ref. Supply Voltage Vcc 3.0 3.6 V Supply Current Icc 180 240 mA Transmitter Input differential impedance Rin 100 Ω 2 Single ended data input swing Vin,pp 150 1200 mV 3 Transmit Disable Voltage VD 2 Vcc V 4 Transmit Enable Voltage VEN Vee Vee+ 0.8 V Receiver Single ended data output swing Vout,pp 300 350 550 mV 5 Data output rise time tr 120 ps 6 Data output fall time tf 120 ps 6 Mask Margin 40% LOS Fault VLOS fault 2 VccHOST V 7 LOS Normal VLOS norm Vee Vee+0.8 V 7 Power Supply Rejection PSR 100 mVpp 8 Deterministic Jitter Contribution @ 2.125 Gb/s RX ∆ DJ 51.7 ps 9 Determinstic Jitter Contribution @ 4.25 Gb/s 23.5 ps 9 Total Jitter Contribution @ 2.125 Gb/s RX ∆ TJ 122 ps 10 Total Jitter Contribution @ 4.25 Gb/s 61 ps 10 Notes: 1. Non condensing. 2. Connected directly to TX data input pins. AC coupling from pins into laser driver IC. 3. We recommend <600mV for best EMI performance. 4. Or open circuit. 5. Into 100 ohms differential termination. 6. Unfiltered, 20 – 80 % 7. LOS is an open collector output. Should be pulled up with 4.7k – 10kohms on the host board. Normal operation is logic 0; loss of signal is logic 1. Maximum pull-up voltage is 5.5V. 8. Receiver sensitivity is compliant with power supply sinusoidal modulation of 20 Hz to 1.5 MHz up to specified value applied through the recommended power supply filtering network. 9. Typical peak-to-peak jitter (=6*RMS width of Jitter). 10. Measured with DJ-free data input signal. In actual application, output DJ will be the sum of input DJ and ∆ DJ. If measured with TJ-free data input signal. In actual application, output TJ will be given by: () ( )2 2 DJ TJ DJ TJ DJ DJ TJ IN IN IN OUT ∆ − ∆ + − + ∆ + = |
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