Transistor NPN, 10A, TO-247, TO-247, 100V - TIP142
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.30€ | 2.76€ |
| 5 - 9 | 2.18€ | 2.62€ |
| 10 - 24 | 2.07€ | 2.48€ |
| 25 - 49 | 1.95€ | 2.34€ |
| 50 - 99 | 1.77€ | 2.12€ |
| 100 - 249 | 1.73€ | 2.08€ |
| 250 - 396 | 1.67€ | 2.00€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.30€ | 2.76€ |
| 5 - 9 | 2.18€ | 2.62€ |
| 10 - 24 | 2.07€ | 2.48€ |
| 25 - 49 | 1.95€ | 2.34€ |
| 50 - 99 | 1.77€ | 2.12€ |
| 100 - 249 | 1.73€ | 2.08€ |
| 250 - 396 | 1.67€ | 2.00€ |
Transistor NPN, 10A, TO-247, TO-247, 100V - TIP142. Transistor NPN, 10A, TO-247, TO-247, 100V. Courant de collecteur: 10A. Boîtier: TO-247. Boîtier (selon fiche technique): TO-247. Tension collecteur/émetteur Vceo: 100V. C (out): 60pF. Transistor Darlington?: oui. Matériau semi-conducteur: silicium. Fonction: Transistor Darlington de puissance complémentaire. Gain hFE maxi: 1000. Gain hFE mini: 500. Ic(puls): 20A. Température: +150°C. Dissipation de puissance maxi: 125W. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Technologie: Darlington monolithique. Type de transistor: NPN. Température de fonctionnement: -65...+150°C. Vcbo: 100V. Tension de saturation VCE(sat): 2V. Vebo: 5V. Résistance B: Transistor de puissance Darlington. C (in): 100V. Nombre de connexions: 3. Résistance BE: R1 typ=5k Ohms, R2 typ=60 Ohms. Spec info: transistor complémentaire (paire) TIP147. Diode BE: non. Diode CE: oui. Quantité en stock actualisée le 20/04/2025, 20:25.
Produits équivalents :
BDW83C
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Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.