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PD070
Rev 1.0 2
Table 2: Absolute Maximum Ratings
PA RAMETER MIN MAX UNIT
Forward Current - 5 mA
Reverse Current - 250 μA
Reverse Voltage - 30 V
Optical input power - 5 mW
Operating Case Temperature -40 +85 ºC
Storage Temperature -40 +85 ºC
Soldering temperature (10 seconds) - +250 ºC
Stresses in excess of the absolute ratings may cause permanent damage. Functional operation is not implied
under these conditions. Exposure to absolute ratings for extended periods of time may adversely affect reliability.
PACKAGE DIMENSIONS – PD070-003-100 and PD070-003-105
Dimensions: INCHES [mm]
ORDERING INFORMATION
Table 3: Standard
Part Number Options
PD070-003-100 TO46, 3pin, non AR coated, gold plated lens cap
PD070-003-105 TO46, 3pin, non AR coated, gold plated flat window cap
Table 4: Custom
Part Number Options
PD070-003-0xx Custom defined size and electrical layout.
PD070-003-1xx Package: TO46, TO56, 2 or 3 pin.
Cap: Window or lens. AR or Non-AR coated. Gold or nickel plated.
PD070-003-3xx
Pigtailed: TO46, 2 or 3 pin. Fiber length, 0.5 meter, 1.0 meter
Fiber type: Multimode, single mode (SMF-28) or custom supplied
Connector Type: SC, ST or FC. APC or UPC
PD070-003-5xx Receptacle, 2 or 3 pin. SC, ST or FC aligned
Please contact Anadigics for the specific part number and pinout that suits your needs
ANADIGICS, Inc.
829 Flynn Road
Camarillo, California 93012, U.S.A.
Tel: +1 (805) 445-4500
Fax: +1 (805) 445-4502
URL: http://www.anadigics.com
E-mail: Mktg@anadigics.com
IMPORTANT NOTICE
ANADIGICS, Inc. reserves the right to make changes to its products or discontinue any product at any
time without notice. The product specifications contained in Advanced Product Information sheets and
Preliminary Data sheets are subject to change prior to a product’s formal introduction. Information in
Data Sheets have been carefully checked and are assumed to be reliable; however, ANADIGICS
assumes no responsibility for inaccuracies. ANADIGICS strongly urges customers to verify that the
information they are using is current before placing orders.
WARNING
ANADIGICS products are not intended for use in life support appliances, devices, or systems. Use of
an ANADIGICS product in any such application without written consent is prohibited.