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World Products Inc. 19654 8th St. East, Sonoma, CA, USA, 95476 . . Phone: (707) 996-5201 . . Fax: (707) 996-3380
TVS Diodes - Surface Mount - 1500 Watt - 1.5SMCJ Series Features
1.5SMCJ Series Features
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1500 watt peak pulse power dissipation
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Avaliable in voltages from 5.0V to 170V
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Unidirectional and bidirectional
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Glass passivated junction
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Low clamping factor
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Avaliable in bulk or tape and reel (Reel quantity = 3,000 pieces)
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Each device 100% surge tested
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UL 497B Recognized, File # E135015
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Tape and Reel to EIA Standard RS-481-A
Absolute Maximum Ratings
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Peak pulse power dissipation (Pppm) at 25°C............................................................................. 1500W
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Operating and storage temperatures........................................................................... -55°C to + 150°C
Mechanical Characteristics
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DO214AB package
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UL94V-0 Thermoset Epoxy
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Solder plated terminals
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Solderable per MIL-STD-750 Method 2026
Mechanical Dimensions