Diode Transil P6KE6-8CA
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.34€ | 0.41€ |
| 10 - 24 | 0.32€ | 0.38€ |
| 25 - 49 | 0.30€ | 0.36€ |
| 50 - 54 | 0.29€ | 0.35€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.34€ | 0.41€ |
| 10 - 24 | 0.32€ | 0.38€ |
| 25 - 49 | 0.30€ | 0.36€ |
| 50 - 54 | 0.29€ | 0.35€ |
Livraison en 2-3 jours, avec suivi postal!
Diode Transil P6KE6-8CA. Diode Transil. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DO-41. Boîtier (selon fiche technique): DO-41 ( DO-204AL ) ( 3.5x6.5 ). Tension de varistance: 6.8V. Nombre de connexions: 2. Remarque: bidirectionnel. Remarque: Suppresseur. Quantité par boîtier: 1. Fonction: diode transil, protection de surtensions. Remarque: diode transil. Quantité en stock actualisée le 21/04/2025, 09:25.
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Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.