Régulateur de tension LD1117S50CTR
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.35€ | 0.42€ |
| 10 - 24 | 0.34€ | 0.41€ |
| 25 - 49 | 0.32€ | 0.38€ |
| 50 - 99 | 0.30€ | 0.36€ |
| 100 - 249 | 0.29€ | 0.35€ |
| 250 - 499 | 0.29€ | 0.35€ |
| 500 - 4103 | 0.27€ | 0.32€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.35€ | 0.42€ |
| 10 - 24 | 0.34€ | 0.41€ |
| 25 - 49 | 0.32€ | 0.38€ |
| 50 - 99 | 0.30€ | 0.36€ |
| 100 - 249 | 0.29€ | 0.35€ |
| 250 - 499 | 0.29€ | 0.35€ |
| 500 - 4103 | 0.27€ | 0.32€ |
Livraison en 2-3 jours, avec suivi postal!
Régulateur de tension LD1117S50CTR. Régulateur de tension. Coupure basse ?: oui. Fixe/réglable: Tension de sortie fixe. Chute de tension en sortie: 1.1V. Remarque: régulateur de tension 5V. Tension de sortie: 5V. Polarité de sortie: positif. Nombre de connexions: 3. Courant de sortie: 0.95A. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SOT-223 ( TO-226 ). Boîtier (selon fiche technique): SOT-223. Tolérance: 2%. Température de fonctionnement: -40...+150°C. Tension d'entrée Vin (max): 15V. Quantité en stock actualisée le 13/01/2025, 06:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.