Diode Transil BZT03C12
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 0.79€ | 0.95€ |
| 5 - 9 | 0.75€ | 0.90€ |
| 10 - 24 | 0.71€ | 0.85€ |
| 25 - 49 | 0.67€ | 0.80€ |
| 50 - 99 | 0.66€ | 0.79€ |
| 100 - 138 | 0.59€ | 0.71€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 0.79€ | 0.95€ |
| 5 - 9 | 0.75€ | 0.90€ |
| 10 - 24 | 0.71€ | 0.85€ |
| 25 - 49 | 0.67€ | 0.80€ |
| 50 - 99 | 0.66€ | 0.79€ |
| 100 - 138 | 0.59€ | 0.71€ |
Livraison en 2-3 jours, avec suivi postal!
Diode Transil BZT03C12. Diode Transil. Quantité par boîtier: 1. Structure diélectrique: unidirectionnel. Matériau semi-conducteur: silicium. Fonction: diode zéner, protection contre les surtensions. Nombre de connexions: 2. Tension de claquage: 12V. Dissipation de puissance maxi: 3.25W. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: SOD-57 ( Glass ). Boîtier (selon fiche technique): SOD-57 ( 4.57x3.81mm ). Tolérance: 5%. Tension Zéner: 12V. Quantité en stock actualisée le 13/01/2025, 00:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.