Circuit intégré UCC3818N
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 5.68€ | 6.87€ |
| 2 - 2 | 5.40€ | 6.53€ |
| 3 - 4 | 5.23€ | 6.33€ |
| 5 - 9 | 5.11€ | 6.18€ |
| 10 - 19 | 5.00€ | 6.05€ |
| 20 - 29 | 4.83€ | 5.84€ |
| 30 - 63 | 4.66€ | 5.64€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 5.68€ | 6.87€ |
| 2 - 2 | 5.40€ | 6.53€ |
| 3 - 4 | 5.23€ | 6.33€ |
| 5 - 9 | 5.11€ | 6.18€ |
| 10 - 19 | 5.00€ | 6.05€ |
| 20 - 29 | 4.83€ | 5.84€ |
| 30 - 63 | 4.66€ | 5.64€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré UCC3818N. Circuit intégré. Nombre de connexions: 16. RoHS: oui. Spec info: Gamme de fréquences de 6kHz à 220kHz. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-16. Température de fonctionnement: 0...+70°C. Produit d'origine constructeur Texas Instruments. Quantité en stock actualisée le 20/07/2025, 17:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.