NPN-Transistor, 7A, TO-220FP, TO-220FP, 400V - HSCF4242
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 1.13€ | 1.34€ |
| 5 - 9 | 1.08€ | 1.29€ |
| 10 - 24 | 1.02€ | 1.21€ |
| 25 - 49 | 0.96€ | 1.14€ |
| 50 - 99 | 0.94€ | 1.12€ |
| 100 - 249 | 0.92€ | 1.09€ |
| 250 - 850 | 0.87€ | 1.04€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 1.13€ | 1.34€ |
| 5 - 9 | 1.08€ | 1.29€ |
| 10 - 24 | 1.02€ | 1.21€ |
| 25 - 49 | 0.96€ | 1.14€ |
| 50 - 99 | 0.94€ | 1.12€ |
| 100 - 249 | 0.92€ | 1.09€ |
| 250 - 850 | 0.87€ | 1.04€ |
NPN-Transistor, 7A, TO-220FP, TO-220FP, 400V - HSCF4242. NPN-Transistor, 7A, TO-220FP, TO-220FP, 400V. Kollektorstrom: 7A. Gehäuse: TO-220FP. Gehäuse (laut Datenblatt): TO-220FP. Kollektor-/Emitterspannung Vceo: 400V. Menge pro Karton: 1. Halbleitermaterial: Silizium. Maximaler hFE-Gewinn: 47. Minimaler hFE-Gewinn: 29. Anzahl der Terminals: 3. Pd (Verlustleistung, max): 30W. Montage/Installation: Leiterplattendurchsteckmontage. Transistortyp: NPN. Betriebstemperatur: -50...+150°C. VCBO: 450V. Sättigungsspannung VCE(sat): 0.8V. Vebo: 10V. Spec info: Epitaxialer Planartransistor . Bestandsmenge aktualisiert am 23/04/2025, 06:25.
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