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Fea tures
•Dual channel outputs
•0.010" (0.254 mm) sensor apertures
for high resolution
•Open collector inverter outputs
•Snap mount
•4-pin connector
0.98" (2.5 mm)
Mates with Molex 22-01-1042
and terminal # 08-70-0069
De scrip tion
The OPB950 consists of an infrared
emitting diode and a monolithic
integrated circuit which incorporates two
independent photodiodes, linear
amplifiers, Schmitt trigger circuits and
output transistors. The outputs are
TTL/LSTTL compatible and can drive 8
TTL loads.
Applications include linear and rotary
encoders with high resolution provided
by internal 0.010" (0.254 mm) apertures
located in front of Photologic® sensor on
0.040" (1.02 mm) center line spacing.
Ab so lute Maxi mum Rat ings (TA = 25o C un less oth er wise noted)
Stor age Tem pera ture Range ............................... -40o C to +85o C
Op er at ing Tem pera ture Range ............................. -40o C to +85o C
In put Di ode
For ward DC Cur rent.............................................. 50 mA
Peak For ward Cur rent (1µs Pulse Width, 300 pps) ....................... 3.0 A
Re verse D. C. Volt age ............................................. 2.0 V
Power Dis si pa tion ............................................ 100 mW(1)
Out put Pho tologic®
Sup ply Volt age, VCC ................................................ 5 V
Volt age at Out put.................................................. 18 V
Power Dis si pa tion ............................................ 200 mW(2)
Low Level Out put Cur rent (Sink ing) .................................. 40 mA
Notes:
(1) Derate linearly 1.67 mW/o C above 25o C.
(2) Derate linearly 3.33 mW/o C above 25o C.
Sche matic
Prod uct Bul le tin OPB950
April 2006
Dual Chan nel En coder
Type OPB950
Op tek Tech nol ogy, Inc. 1215 W. Crosby Road Car roll ton, Texas 75006 (972) 323- 2200 Fax (972) 323- 2396
12-152