Diode Transil BZW06-5V8
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.28€ | 0.34€ |
| 10 - 24 | 0.26€ | 0.31€ |
| 25 - 49 | 0.20€ | 0.24€ |
| 50 - 99 | 0.24€ | 0.29€ |
| 100 - 249 | 0.24€ | 0.29€ |
| 250 - 499 | 0.20€ | 0.24€ |
| 500 - 3114 | 0.20€ | 0.24€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.28€ | 0.34€ |
| 10 - 24 | 0.26€ | 0.31€ |
| 25 - 49 | 0.20€ | 0.24€ |
| 50 - 99 | 0.24€ | 0.29€ |
| 100 - 249 | 0.24€ | 0.29€ |
| 250 - 499 | 0.20€ | 0.24€ |
| 500 - 3114 | 0.20€ | 0.24€ |
Livraison en 2-3 jours, avec suivi postal!
Diode Transil BZW06-5V8. Diode Transil. Structure: unidirectionnel. Boîtier: DO15. Type de montage: THT. Dissipation de puissance crête: 600W. Tension de sécurité inverse: 5.8V. Tension de claquage (Min): 6.45V. Tension: 10.5V. Courant d'impulsion de crête (10/1000us): 57A. Série: BZW06. Produit d'origine constructeur Stmicroelectronics. Quantité en stock actualisée le 26/07/2025, 09:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.