Régulateur de tension KA278RA05
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.93€ | 2.34€ |
| 5 - 9 | 1.83€ | 2.21€ |
| 10 - 24 | 1.74€ | 2.11€ |
| 25 - 49 | 1.64€ | 1.98€ |
| 50 - 99 | 1.60€ | 1.94€ |
| 100 - 186 | 1.43€ | 1.73€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.93€ | 2.34€ |
| 5 - 9 | 1.83€ | 2.21€ |
| 10 - 24 | 1.74€ | 2.11€ |
| 25 - 49 | 1.64€ | 1.98€ |
| 50 - 99 | 1.60€ | 1.94€ |
| 100 - 186 | 1.43€ | 1.73€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension KA278RA05. Régulateur de tension. Fixe/réglable: Tension de sortie fixe. Fonction: régulateur de tension à faible chute de tension. Interrupteur intégré?: oui. Tension de sortie: 5V. Polarité de sortie: positif. Nombre de connexions: 4. Courant de sortie: 2A. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-220FP. Boîtier (selon fiche technique): TO-220F-4L. Tension d'entrée Vin (max): 35V. Tension d'entrée Vin (min): 7V. Quantité en stock actualisée le 12/01/2025, 22:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.