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ESD3602EB
1 / 5
Yangzhou Yangjie Electronic Technology Co., Ltd.
S-S5909
Rev.1.0,28-Mar-24
www.21yangjie.com
2-Line, Bi-directional, Transient Voltage Suppressor
Features
● Stand-off voltage: ±36V Max
● Transient protection for each line according to
IEC61000-4-2(ESD): ±30kV (contact)
IEC61000-4-5(surge): 5A (8/20μs)
● Low leakage current:
● Ultra low clamping voltage
● RoHS Compliant
Applications
● Cellular Handsets and Accessories
● Notebooks and Handhelds
● Portable Instrumentation
● Set Top Box
● Industrial Controls
● Server and Desktop PC
Mechanical Data
● Package: SOT-23
● Lead Finish: Matte Tin
● Case Material: “Green” Molding Compound
● Moisture Sensitivity: Level 1 per J-STD-020
● Marking Information: See Below
■
Definitions of electrical characteristics
VRWM
IR
VBR
VCL
IPP
Reverse stand-off voltage
Reverse leakage current
Reverse breakdown voltage
Clanping voltage
Peak pulse current
IPP
IBR
IR
VCLVRWM VBR
IR
IBR
IPP
VCL VRWMVBR
COMPLIANT
RoHS
SO
‐23