NPN-Transistor, 0.1A, TO-126F, TO-126, 300V - 2SC3503
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 1.17€ | 1.39€ |
| 5 - 9 | 1.11€ | 1.32€ |
| 10 - 24 | 1.05€ | 1.25€ |
| 25 - 49 | 0.99€ | 1.18€ |
| 50 - 77 | 0.97€ | 1.15€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 1.17€ | 1.39€ |
| 5 - 9 | 1.11€ | 1.32€ |
| 10 - 24 | 1.05€ | 1.25€ |
| 25 - 49 | 0.99€ | 1.18€ |
| 50 - 77 | 0.97€ | 1.15€ |
NPN-Transistor, 0.1A, TO-126F, TO-126, 300V - 2SC3503. NPN-Transistor, 0.1A, TO-126F, TO-126, 300V. Kollektorstrom: 0.1A. Gehäuse: TO-126F. Gehäuse (laut Datenblatt): TO-126. Kollektor-/Emitterspannung Vceo: 300V. Kosten): 2.6pF. Darlington-Transistor?: NINCS. Halbleitermaterial: Silizium. FT: 150 MHz. Maximaler hFE-Gewinn: 120. Minimaler hFE-Gewinn: 60. Ic(Impuls): 0.2A. Kennzeichnung auf dem Gehäuse: C3503-D. Temperatur: +150°C. Pd (Verlustleistung, max): 7W. RoHS: ja. Montage/Installation: Leiterplattendurchsteckmontage. Technologie: „Epitaktischer Siliziumtransistor“. Transistortyp: NPN. VCBO: 300V. Maximale Sättigungsspannung VCE(sat): 0.6V. Anzahl der Terminals: 3. Menge pro Karton: 1. Funktion: Audiospannungsverstärker, CRT-Definition, Videoausgang. Spec info: Komplementärtransistor (Paar) 2SA1381. BE-Diode: NINCS. CE-Diode: NINCS. Bestandsmenge aktualisiert am 20/04/2025, 14:25.
Gleichwertige Produkte :
MJE340-ONS
Wir empfehlen außerdem :
IRFP9140N
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2N5551
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