NPN-Transistor, 5A, 700V - BU506D
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 2.18€ | 2.59€ |
| 5 - 9 | 2.07€ | 2.46€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 2.18€ | 2.59€ |
| 5 - 9 | 2.07€ | 2.46€ |
Lieferung in 2-3 Tagen, mit Postverfolgung!
NPN-Transistor, 5A, 700V - BU506D. NPN-Transistor, 5A, 700V. Kollektorstrom: 5A. Kollektor-/Emitterspannung Vceo: 700V. Halbleitermaterial: Silizium. Funktion: TV-HA SMPS. Pd (Verlustleistung, max): 100W. Transistortyp: NPN. VCBO: 1500V. Menge pro Karton: 1. Spec info: TO-220AB. Hinweis: Vce(sat) 1.0V, Vbe(sat) 1.3V. Bestandsmenge aktualisiert am 22/04/2025, 21:25.
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Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
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