Transistor 2SC5411
![[TITLE]](data:image/jpg;base64,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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 4.18€ | 5.02€ |
| 5 - 9 | 3.97€ | 4.76€ |
| 10 - 24 | 3.76€ | 4.51€ |
| 25 - 44 | 3.55€ | 4.26€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 4.18€ | 5.02€ |
| 5 - 9 | 3.97€ | 4.76€ |
| 10 - 24 | 3.76€ | 4.51€ |
| 25 - 44 | 3.55€ | 4.26€ |
Livraison en 2-3 jours, avec suivi postal!
Transistor 2SC5411. Transistor. Quantité par boîtier: 1. Matériau semi-conducteur: silicium. FT: 64kHz. Fonction: Monitor HA,hi-res, fH--64KHz. Courant de collecteur: 14A. Ic(puls): 28A. Dissipation de puissance maxi: 60W. Boîtier (selon fiche technique): TO-3PF. Type de transistor: NPN. Vcbo: 1500V. Tension collecteur/émetteur Vceo: 600V. Spec info: VCE(sat) max. Boîtier: TO-3PF (SOT399, 2-16E3A). Diode BE: non. Diode CE: non. Quantité en stock actualisée le 14/01/2025, 11:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.