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ESD1202EB
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Yangzhou Yangjie Electronic Technology Co., Ltd.
S-S5436
Rev.1.0,19-Sep-23
www.21yangjie.com
2-Line, Bi-directional, Transient Voltage Suppressor
Features
● Stand-off voltage: ±12V Max
● Transient protection for each line according to
IEC61000-4-2(ESD): ±30kV (contact)
IEC61000-4-5(surge): 12A (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
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