Circuit intégré BTS141
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 8.20€ | 9.92€ |
| 2 - 2 | 7.79€ | 9.43€ |
| 3 - 4 | 7.38€ | 8.93€ |
| 5 - 9 | 6.97€ | 8.43€ |
| 10 - 19 | 6.81€ | 8.24€ |
| 20 - 29 | 6.64€ | 8.03€ |
| 30 - 38 | 6.40€ | 7.74€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 8.20€ | 9.92€ |
| 2 - 2 | 7.79€ | 9.43€ |
| 3 - 4 | 7.38€ | 8.93€ |
| 5 - 9 | 6.97€ | 8.43€ |
| 10 - 19 | 6.81€ | 8.24€ |
| 20 - 29 | 6.64€ | 8.03€ |
| 30 - 38 | 6.40€ | 7.74€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré BTS141. Circuit intégré. Fonction: 'Smart Low Side Power Switch HITFET'. Nombre de connexions: 3. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-220. Boîtier (selon fiche technique): TO-220-3-1. Température de fonctionnement: -40...+150°C. Spec info: commande par niveau logique. Quantité en stock actualisée le 20/01/2025, 09:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.