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Http://www.kinglight-OC.com
1. 产品特点 Product features
• 电流转换率(Current transfer ratio)
CTR: 50~600% at I
F
=5mA, V
CE
=5V
CTR: 40~320% at I
F
=10mA, V
CE
=5V
• 输入与输出间高隔离电压(Viso=3750 V rms)
High isolation voltage between inputs and output (Viso=3750 V rms)
• 外形为2.0mm的紧凑型4pin SSOP
Compact 4 Pin SSOP with a 2.0 mm profile
• 符合无卤素(溴<900ppm, 氯<900ppm, 溴+氯<1500ppm)
Compliance Halogen Free (Br < 900ppm, Cl < 900ppm, Br+Cl < 1500ppm)
2. 产品描述 Product Description
• KL3H7光耦合器由一个红外发射二极管和光电晶体管构成光电耦合器
The KL3H7 series devices consist of an infrared emitting diodes, optically coupled to a phototransistor
detector with green compound
• 它们被封装在一个4引脚小外形SMD中.
They are packaged in a 4-pin small outline SMD package
3. 产品应用 Product Applications
• DC-DC转换器 DC-DC converter
• 可编程序控制器 Programmable controllers
• 电信设备 Telecommunication equipments
• 不同电位,不同阻抗的电路之间的信号传输
Signal transmission between circuits of different potentials and impedances
4. 功能图 Functional Diagram
引脚配置 Pin Configuration
1. 阳极Anode
2. 阴极Cathode
3. 发射极Emitter
4. 集电极Collector