Transistor MOSFET AOP607
![[TITLE]](data:image/jpg;base64,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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 0.99€ | 1.19€ |
| 5 - 9 | 0.94€ | 1.13€ |
| 10 - 24 | 0.91€ | 1.09€ |
| 25 - 49 | 0.89€ | 1.07€ |
| 50 - 99 | 0.87€ | 1.04€ |
| 100 - 249 | 0.84€ | 1.01€ |
| 250 - 938 | 0.81€ | 0.97€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 0.99€ | 1.19€ |
| 5 - 9 | 0.94€ | 1.13€ |
| 10 - 24 | 0.91€ | 1.09€ |
| 25 - 49 | 0.89€ | 1.07€ |
| 50 - 99 | 0.87€ | 1.04€ |
| 100 - 249 | 0.84€ | 1.01€ |
| 250 - 938 | 0.81€ | 0.97€ |
Livraison en 2-3 jours, avec suivi postal!
Transistor MOSFET AOP607. Transistor MOSFET. Type de canal: N-P. Quantité par boîtier: 2. Fonction: FET en mode d'amélioration complémentaire. Nombre de connexions: 8. Dissipation de puissance maxi: 2.8W. RoHS: oui. Spec info: 0.028 Ohms & 0.035 Ohms (VGS=10V). Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Température de fonctionnement: -55...+150°C. Produit d'origine constructeur Alpha & Omega Semiconductors. Quantité en stock actualisée le 07/06/2025, 23:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.