Thyristor X0405MF-1AA2
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 0.99€ | 1.19€ |
| 5 - 9 | 0.94€ | 1.13€ |
| 10 - 24 | 0.89€ | 1.07€ |
| 25 - 41 | 0.84€ | 1.01€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 0.99€ | 1.19€ |
| 5 - 9 | 0.94€ | 1.13€ |
| 10 - 24 | 0.89€ | 1.07€ |
| 25 - 41 | 0.84€ | 1.01€ |
Livraison en 2-3 jours, avec suivi postal!
Thyristor X0405MF-1AA2. Thyristor. Igt (max): 50uA. Ih (Type): 5mA. IT(AV): 2.5A. IT(RSM) (TC=85°C): 4A. Itsm: 30A. Nombre de connexions: 3. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Tgt: 2us. Boîtier: TO-202. Boîtier (selon fiche technique): TO-202-3. Tq: 50us. Température de fonctionnement: -40...+125°C. VDRM: 400V. Spec info: ITSM--30Ap. Quantité en stock actualisée le 12/01/2025, 15:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.