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Shenzhen Orient Components Co ., Ltd
Copyright© 2020 Orient .All rights Reserved
1. Features
(1)
Current transfer ratio ( CTR : MIN. 50% at I
F
= 5mA, V
CE
= 5V )
(2) High input-output isolation voltage ( V
iso
= 5,000Vrms )
(3)
Response time ( tr : TYP. 4µs at V
CE
= 2V, I
C
= 2mA, R
L
=100Ω)
(4) ESD pass HBM 8000V/MM 2000V
(5) Safety approval
UL approved (No.E323844)
VDE approved(No.40029733)
CQC approved (No.CQC09001029446)
CE approved (No.AC/0431008)
State Grid approved (No.SGCM013420170152 )
(6) In compliance with RoHS, REACH standards
(7) MSL Class Ⅰ
2. Description
(1) ORPC-817-(SJ) photo coupler consist of one piece of GaAs emitter and one piece
of NPN transistor.
(2) Packaged in a 4-pin DIP package and available in wide-lead spacing option.
3. Applications
(1) Switching power supply
(2) Ammeter
(3) Computer
(4) Instrumental application, measurement machine
(5) Signal transforming systems
(6) Imbursement equipments, duplicating machine, automat
(7) Family-use electric equipments, such as fans
4. Functional Diagram