NPN-Transistor, PCB-Löten, TO-220AB, TO-220AB, 100V, 12A - BDW94C
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)
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 1.70€ | 2.02€ |
| 5 - 9 | 1.61€ | 1.92€ |
| 10 - 24 | 1.30€ | 1.55€ |
| 25 - 49 | 1.27€ | 1.51€ |
| 50 - 99 | 1.24€ | 1.48€ |
| 100 - 101 | 1.20€ | 1.43€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 1.70€ | 2.02€ |
| 5 - 9 | 1.61€ | 1.92€ |
| 10 - 24 | 1.30€ | 1.55€ |
| 25 - 49 | 1.27€ | 1.51€ |
| 50 - 99 | 1.24€ | 1.48€ |
| 100 - 101 | 1.20€ | 1.43€ |
NPN-Transistor, PCB-Löten, TO-220AB, TO-220AB, 100V, 12A - BDW94C. NPN-Transistor, PCB-Löten, TO-220AB, TO-220AB, 100V, 12A. Gehäuse: PCB-Löten. Gehäuse: TO-220AB. Gehäuse (JEDEC-Standard): TO-220AB. Kollektor-Emitter-Spannung Uceo [V]: 100V. Kollektorstrom Ic [A], max.: 12A. RoHS: ja. Konfiguration: Leiterplattendurchsteckmontage. Anzahl der Terminals: 3. Herstellerkennzeichnung: BDW94C. Maximale Verlustleistung Ptot [W]: 80W. Betriebstemperaturbereich max (°C): +150°C. Komponentenfamilie: Darlington PNP-Leistungstransistor. Betriebstemperaturbereich min (°C): -65°C. Originalprodukt vom Hersteller Stmicroelectronics. Bestandsmenge aktualisiert am 26/07/2025, 13:25.
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