Alimentation P-SUP-A-F09-066
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 21.58€ | 25.90€ |
| 2 - 2 | 20.50€ | 24.60€ |
| 3 - 3 | 19.42€ | 23.30€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 21.58€ | 25.90€ |
| 2 - 2 | 20.50€ | 24.60€ |
| 3 - 3 | 19.42€ | 23.30€ |
Livraison en 2-3 jours, avec suivi postal!
Alimentation P-SUP-A-F09-066. Alimentation. Connecteur: Fiche DC 5.5x2.1mm. Fonction: Alimentation stabilisée à découpage AC/DC. Rendement: 75 %. Sortie: Tension de sortie fixe. Courant de sortie (maxi): 660mA. Tension de sortie: 9VDC. Dimensions: 32x66x42.5mm. RoHS: oui. Norme: EN60950-1 approved. Tension d'alimentation: 90...264VAC. Puissance: 6W. Quantité en stock actualisée le 12/01/2025, 19:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.