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)
SPW35N60C3
CoolMOSTM Power Transistor
Features
• New revolutionary high voltage technology
• Ultra low gate charge
• Periodic avalanche rated
• Extreme dv/dt rated
• Ultra low effective capacitances
• Improved transconductance
Maximum ratings, at Tj=25 °C, unless otherwise specified
Parameter Symbol Conditions Unit
Continuous drain current IDTC=25 °C A
TC=100 °C
Pulsed drain current1) ID,pulse TC=25 °C
Avalanche energy, single pulse EAS ID=17.3 A, VDD=50 V 1500 mJ
Avalanche energy, repetitive tAR
1),2) EAR ID=34.6 A, VDD=50 V
Avalanche current, repetitive tAR
1) IAR A
Drain source voltage slope dv/dtID=34.6 A,
VDS=480 V, Tj=125 °C V/ns
Gate source voltage VGS static V
VGS AC (f>1 Hz)
Power dissipation Ptot TC=25 °C W
Operating and storage temperature Tj,Tstg °C
±20
±30
313
-55 ... 150
1.5
34.6
50
Value
34.6
21.9
103.8
VDS @Tj,max 650 V
RDS(on),max 0.1 Ω
ID 34.6 A
Product Summary
Type Package Ordering Code Marking
SPW35N60C3 PG-TO247 Q67040-S4673 35N60C3
PG-TO247
Rev. 2.5 Page 1 2008-02-11
Reverse diode dv/dt dv/dt 15 V/ns
6)
Please note the new package dimensions arccording to PCN 2009-134-A
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