Régulateur de tension BD9702CP
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.28€ | 9.94€ |
| 2 - 2 | 7.87€ | 9.44€ |
| 3 - 4 | 7.46€ | 8.95€ |
| 5 - 9 | 7.04€ | 8.45€ |
| 10 - 10 | 6.88€ | 8.26€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.28€ | 9.94€ |
| 2 - 2 | 7.87€ | 9.44€ |
| 3 - 4 | 7.46€ | 8.95€ |
| 5 - 9 | 7.04€ | 8.45€ |
| 10 - 10 | 6.88€ | 8.26€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension BD9702CP. Régulateur de tension. Fréquence: 110kHz. Courant de sortie (maxi): 3A. Tension de sortie maxi: 32V. Tension de sortie mini: 1V. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-220. Boîtier (selon fiche technique): TO-220-5. Température de fonctionnement: -40...+85°C. Tension d'entrée Vin (max): 35V. Tension d'entrée Vin (min): 8V. Nombre de connexions: 5. 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.