Régulateur de tension LM2574M-3-3
![[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 | 4.87€ | 5.84€ |
| 5 - 9 | 4.63€ | 5.56€ |
| 10 - 24 | 4.39€ | 5.27€ |
| 25 - 49 | 4.14€ | 4.97€ |
| 50 - 99 | 4.04€ | 4.85€ |
| 100 - 121 | 3.59€ | 4.31€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 4.87€ | 5.84€ |
| 5 - 9 | 4.63€ | 5.56€ |
| 10 - 24 | 4.39€ | 5.27€ |
| 25 - 49 | 4.14€ | 4.97€ |
| 50 - 99 | 4.04€ | 4.85€ |
| 100 - 121 | 3.59€ | 4.31€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension LM2574M-3-3. Régulateur de tension. Fonction: convertisseur de tension DC/DC et régulateur à découpage. Tension de sortie maxi: 3.3V. Nombre de connexions: 14. Courant de sortie: 0.5A. Distance entre connexions (pas): 9x7.5mm. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO14-W. Température de fonctionnement: -40...+125°C. Remarque: régulateur de tension positive 3.3V. Quantité en stock actualisée le 13/01/2025, 08:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.