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BAS321
General Purpose Diode
Publication Order Number: [BAS321] © Bruckewell Technology Corporation Rev. A -2014
Features
• Very small plastic SMD package.
• High switching speed:max. 50ns
• Continuous reverse voltage:max.200v
• Repetitive peak reverse voltage:max.250v
• Repetitive peak forward current:max.650mA
• RoHS compliant package
Mechanical Data
• Case: SOD-323 Molded plastic
• Epoxy: UL94V-O rate flame retardant
Packing & Order Information
3,000/Reel
MAXIMUM RATINGS AND ELECTRICAL CHARACTERISTICS
Maximum Ratings (T
A
=25°C unless otherwise specified)
Junction and Storage Temperature
Reverse Breakdown Voltage(IR=100uA)
Reverse Leakage Current(VR=200V)
Forward Voltage(Test Condition)
IF=100mA
IF=200mA
Diode Capacitance (VR=0V, f=1MHz)