Circuit intégré LNK304GN
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.19€ | 2.65€ |
| 5 - 9 | 2.08€ | 2.52€ |
| 10 - 24 | 2.02€ | 2.44€ |
| 25 - 49 | 1.97€ | 2.38€ |
| 50 - 99 | 1.80€ | 2.18€ |
| 100 - 223 | 1.74€ | 2.11€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.19€ | 2.65€ |
| 5 - 9 | 2.08€ | 2.52€ |
| 10 - 24 | 2.02€ | 2.44€ |
| 25 - 49 | 1.97€ | 2.38€ |
| 50 - 99 | 1.80€ | 2.18€ |
| 100 - 223 | 1.74€ | 2.11€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré LNK304GN. Circuit intégré. Fonction: économie d'énergie. Nombre de connexions: 7. Résistance passante Rds On: 24 Ohms. RoHS: oui. Spec info: DRAIN Voltage--0.3V...700V. Montage/installation: composant monté en surface (CMS). Série: Famille LinkSwitch-TN. Boîtier: SMD. Boîtier (selon fiche technique): SMD-8B-7 B ( SMD-8B ). Température de fonctionnement: -40...+150°C. Produit d'origine constructeur Power Integrations. Quantité en stock actualisée le 07/06/2025, 10:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.