NPN-Transistor, PCB-Löten, TO-247, 45pF, 100V, 25A, 25A, TO-247, 100V - TIP36C
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)
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)
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)
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| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 2.34€ | 2.78€ |
| 5 - 9 | 2.23€ | 2.65€ |
| 10 - 24 | 1.50€ | 1.79€ |
| 25 - 49 | 1.41€ | 1.68€ |
| 50 - 99 | 1.38€ | 1.64€ |
| 100 - 249 | 1.35€ | 1.61€ |
| 250 - 347 | 1.29€ | 1.54€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 2.34€ | 2.78€ |
| 5 - 9 | 2.23€ | 2.65€ |
| 10 - 24 | 1.50€ | 1.79€ |
| 25 - 49 | 1.41€ | 1.68€ |
| 50 - 99 | 1.38€ | 1.64€ |
| 100 - 249 | 1.35€ | 1.61€ |
| 250 - 347 | 1.29€ | 1.54€ |
NPN-Transistor, PCB-Löten, TO-247, 45pF, 100V, 25A, 25A, TO-247, 100V - TIP36C. NPN-Transistor, PCB-Löten, TO-247, 45pF, 100V, 25A, 25A, TO-247, 100V. Gehäuse: PCB-Löten. Gehäuse: TO-247. Gehäuse (JEDEC-Standard): 45pF. Kollektor-Emitter-Spannung Uceo [V]: 100V. Kollektorstrom Ic [A], max.: 25A. Kollektorstrom: 25A. Gehäuse (laut Datenblatt): TO-247. Kollektor-/Emitterspannung Vceo: 100V. RoHS: ja. Konfiguration: Leiterplattendurchsteckmontage. Anzahl der Terminals: 3. Herstellerkennzeichnung: TIP33C. Grenzfrequenz ft [MHz]: 3 MHz. Maximale Verlustleistung Ptot [W]: 125W. Minimaler hFE-Gewinn: 25. Ic(Impuls): 50A. Temperatur: +150°C. Pd (Verlustleistung, max): 125W. Montage/Installation: Leiterplattendurchsteckmontage. Transistortyp: PNP. VCBO: 100V. Sättigungsspannung VCE(sat): 1.8V. Vebo: 5V. Anzahl der Terminals: 3. Betriebstemperaturbereich min (°C): -65°C. Betriebstemperaturbereich max (°C): +150°C. Komponentenfamilie: PNP-Leistungstransistor. Spec info: Komplementärtransistor (Paar) TIP35C. Bestandsmenge aktualisiert am 20/04/2025, 10:25.
Gleichwertige Produkte :
BD250C-ISC
BD250C
Wir empfehlen außerdem :
BD249C
BD245C-PMC
2N3442-PMC
MPSA56
2SA1294-SKN
BD241C
BD442
MJL1302A
2N1711
AP4511GD
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