NPN-Transistor, 6A, TO-220, MT-25 (TO220), 110V - 2SB1659
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)
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)
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| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 1 | 7.42€ | 8.90€ |
| 2 - 2 | 7.05€ | 8.46€ |
| 3 - 4 | 6.68€ | 8.02€ |
| 5 - 9 | 6.31€ | 7.57€ |
| 10 - 19 | 6.16€ | 7.39€ |
| 20 - 29 | 6.01€ | 7.21€ |
| 30+ | 5.79€ | 6.95€ |
| Menge | U.P | |
|---|---|---|
| 1 - 1 | 7.42€ | 8.90€ |
| 2 - 2 | 7.05€ | 8.46€ |
| 3 - 4 | 6.68€ | 8.02€ |
| 5 - 9 | 6.31€ | 7.57€ |
| 10 - 19 | 6.16€ | 7.39€ |
| 20 - 29 | 6.01€ | 7.21€ |
| 30+ | 5.79€ | 6.95€ |
NPN-Transistor, 6A, TO-220, MT-25 (TO220), 110V - 2SB1659. NPN-Transistor, 6A, TO-220, MT-25 (TO220), 110V. Kollektorstrom: 6A. Gehäuse: TO-220. Gehäuse (laut Datenblatt): MT-25 (TO220). Kollektor-/Emitterspannung Vceo: 110V. Kosten): 100pF. Darlington-Transistor?: ja. Menge pro Karton: 1. Halbleitermaterial: Silizium. FT: 100 MHz. Minimaler hFE-Gewinn: 5000. Pd (Verlustleistung, max): 50W. Transistortyp: PNP. VCBO: 110V. Maximale Sättigungsspannung VCE(sat): 2.5V. Vebo: 5V. Spec info: Komplementärtransistor (Paar) 2SD2589. BE-Diode: NINCS. CE-Diode: NINCS. Bestandsmenge aktualisiert am 22/04/2025, 03:25.
Informationen und technische Hilfe
Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
Alle Rechte vorbehalten, RPtronics, 2024.