Circuit intégré IR2213SPBF
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 10.20€ | 12.24€ |
| 2 - 2 | 9.69€ | 11.63€ |
| 3 - 4 | 9.18€ | 11.02€ |
| 5 - 9 | 8.67€ | 10.40€ |
| 10 - 19 | 8.47€ | 10.16€ |
| 20 - 29 | 8.26€ | 9.91€ |
| 30 - 158 | 7.96€ | 9.55€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 10.20€ | 12.24€ |
| 2 - 2 | 9.69€ | 11.63€ |
| 3 - 4 | 9.18€ | 11.02€ |
| 5 - 9 | 8.67€ | 10.40€ |
| 10 - 19 | 8.47€ | 10.16€ |
| 20 - 29 | 8.26€ | 9.91€ |
| 30 - 158 | 7.96€ | 9.55€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré IR2213SPBF. Circuit intégré. Remarque: Vout 12V...20V. Nombre de connexions: 16. Dissipation de puissance maxi: 1.25W. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-16WP. Remarque: Io +/-1.7A/2.0A. Quantité en stock actualisée le 15/01/2025, 14:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.