Circuit intégré AP1506-K5L-13
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 3.44€ | 4.13€ |
| 5 - 8 | 3.27€ | 3.92€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 3.44€ | 4.13€ |
| 5 - 8 | 3.27€ | 3.92€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré AP1506-K5L-13. Circuit intégré. Remarque: BUCK DC/DC Converter. Remarque: Efficiency VIN=12V, ILOAD=3A--75%. Montage/installation: composant monté en surface (CMS). Boîtier: D2PAK ( TO-263 ). Boîtier (selon fiche technique): TO-263-5L. Quantité en stock actualisée le 13/01/2025, 02:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.