LM1085IT-12
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)
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 3.15€ | 3.75€ |
| 5 - 9 | 2.99€ | 3.56€ |
| 10 - 24 | 2.83€ | 3.37€ |
| 25 - 49 | 2.68€ | 3.19€ |
| 50 - 69 | 2.46€ | 2.93€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 3.15€ | 3.75€ |
| 5 - 9 | 2.99€ | 3.56€ |
| 10 - 24 | 2.83€ | 3.37€ |
| 25 - 49 | 2.68€ | 3.19€ |
| 50 - 69 | 2.46€ | 2.93€ |
LM1085IT-12. Tiefer Schnitt?: ja. Fest/einstellbar: Feste Ausgangsspannung. Konditionierung: Kunststoffrohr. Konditionierungseinheit: 45. Dropout-Spannung: 1.3V. Funktion: 12V Spannungsregler. Hinweis: Eingangsspannung 17V...29V. Ausgangsspannung: 12V. Ausgangspolarität: positiv. Anzahl der Terminals: 3. Ausgangsstrom: 3A. RoHS: ja. Montage/Installation: Leiterplattendurchsteckmontage. Gehäuse: TO-220. Toleranz: 0.5 %. Betriebstemperatur: -40...+125°C. Vin-Eingangsspannung (max): 30 v. Vin-Eingangsspannung (min): 17V. Spec info: 3A Low-Dropout-Positivregler. Bestandsmenge aktualisiert am 13/01/2025, 05:25.
Informationen und technische Hilfe
Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
Alle Rechte vorbehalten, RPtronics, 2024.