Transistor AO4607
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.22€ | 2.66€ |
| 5 - 9 | 2.11€ | 2.53€ |
| 10 - 24 | 2.00€ | 2.40€ |
| 25 - 40 | 1.89€ | 2.27€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.22€ | 2.66€ |
| 5 - 9 | 2.11€ | 2.53€ |
| 10 - 24 | 2.00€ | 2.40€ |
| 25 - 40 | 1.89€ | 2.27€ |
Livraison en 2-3 jours, avec suivi postal!
Transistor AO4607. Transistor. Type de canal: N-P. Nombre de connexions: 8. Dissipation de puissance maxi: 2W. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-8. Quantité par boîtier: 2. Résistance passante Rds On: 0.028 Ohms & 0.035 Ohms. Technologie: transistors MOSFET complémentaires, canal N et canal P, SCHOTTKY VDS=30V, IF=3A. Quantité en stock actualisée le 15/01/2025, 18:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.