Circuit intégré TPS65161PWP
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 4.39€ | 5.27€ |
| 5 - 9 | 4.17€ | 5.00€ |
| 10 - 24 | 4.04€ | 4.85€ |
| 25 - 49 | 3.95€ | 4.74€ |
| 50 - 79 | 3.87€ | 4.64€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 4.39€ | 5.27€ |
| 5 - 9 | 4.17€ | 5.00€ |
| 10 - 24 | 4.04€ | 4.85€ |
| 25 - 49 | 3.95€ | 4.74€ |
| 50 - 79 | 3.87€ | 4.64€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré TPS65161PWP. Circuit intégré. Gamme de fréquences: 500...700kHz. Fonction: écrans TFT et LCD pour moniteur et téléviseur LCD. Remarque: 2.8A Boost Switch Current Limit. Remarque: Rds-on 4.4 Ohms. Marquage sur le boîtier: TPS65161. Nombre de connexions: 28. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: HTSSOP PowerPAD. Boîtier (selon fiche technique): HTSSOP-28 ( PowerPAD ). Température de fonctionnement: -40...+85°C. Produit d'origine constructeur Texas Instruments. Quantité en stock actualisée le 08/06/2025, 03:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.