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www.pulseeng.com M142.A (2/10)
Suggested Application For LVDS and CML Interface
SPLIT CORE
Current Sense Transformers
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Pin number(s)
1…………….... The positive supply for the line interface module. Connect to +3.3V for PECL application.
2, 3 …………... Di, Di/ : Differential PECL compatible data inputs to the transmitter side of the module. Di, Di/ should be control impedance 100
ohm differential line. If input to Di, Di/ is not PECL compatible Di/, Di should AC coupled with 0.1 uF close to pin 1 and 2 .and
biased up to PECL common mode +2.0 V dc using 50 Ω to pin 1 and pin 2 ( 100 Ω differential).
4,5……………. Signal Gnd: The negative supply for the line interface module. Connect to Gnd for PECL applications.
6 ……………... Vbb : Output ,PECL common mode voltage reference.
7,8 ………….... DO , DO/ : Differential PECL data outputs. Terminate both output with 150 Ω to ground. Traces should be control impedance 100
ohm differential , can be terminated 100 ohms diff. at the receiver chip. If receiver is not PECL input Do and Do/ should be AC
coupled with 0.1 uF close to pin 2 and 3 into 100 ohm differential line .Far end(at receiver chip) Do, Do/ should be terminated with
50 ohms to bias voltage Vbb. (this will terminate differential line into 100 ohm.)
9,10 ………….. R X -, R X + : Transformer coupled differential inputs to receiver section Internally terminated for 150 Ω cable. For single ended
coax applications, R X -should be connected to shield of cable/earth Gnd; R X + should be connected to the center conductor.
Earth Gnd should be AC coupled to DC signal Gnd using a 0.027 µF capacitor, ~500V.
11,12,13,14…. No internal connection to these pins.
15, 16 ……….. T X - , T X + : Transformer coupled differential outputs to 150Ω cable. For coax applications Tx-,should be connected to shield of
cable/earth Gnd; T X + should be connected to the center conductor. Earth Gnd should be AC coupled to DC signal Gnd using a
0.027 µF capacitor, 500V.