DC12-12D-1W
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)
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 1 | 8.24€ | 9.81€ |
| 2 - 2 | 7.83€ | 9.32€ |
| 3 - 4 | 7.41€ | 8.82€ |
| Menge | U.P | |
|---|---|---|
| 1 - 1 | 8.24€ | 9.81€ |
| 2 - 2 | 7.83€ | 9.32€ |
| 3 - 4 | 7.41€ | 8.82€ |
Lieferung in 2-3 Tagen, mit Postverfolgung!
DC12-12D-1W. Funktion: DC/DC-Wandler, Leiterplattenmontage. Effizienz: 79%. Ausgang: Feste Ausgangsspannung. Ausgangsspannung: -12V/+12V. Abmessungen: 19.5x10.15x6mm. Nennstrom: 42mA. RoHS: ja. Elektrische Isolierung: 1000VDC. Spannungsversorgung: 10.8...13.2VDC. Leistung: 1W. Spec info: SIP/SIL 7-pin. Bestandsmenge aktualisiert am 12/01/2025, 12:25.
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Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
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