Diode, TO220, 200V, 10A - MBR20200CT
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.54€ | 1.86€ |
| 5 - 9 | 1.12€ | 1.36€ |
| 10 - 24 | 0.95€ | 1.15€ |
| 25 - 41 | 1.18€ | 1.43€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.54€ | 1.86€ |
| 5 - 9 | 1.12€ | 1.36€ |
| 10 - 24 | 0.95€ | 1.15€ |
| 25 - 41 | 1.18€ | 1.43€ |
Livraison en 2-3 jours, avec suivi postal!
Diode, TO220, 200V, 10A - MBR20200CT. Diode, TO220, 200V, 10A. Boîtier: TO220. VRRM: 200V. Courant redressé moyen par diode: 10A. Type de diode: Schottky. Tension de seuil maxi: <0.90V / 10A. Type de montage: THT. Courant de fuite inverse: 1mA / 200V. Série: MBR20. Produit d'origine constructeur Taiwan Semiconductor. Quantité en stock actualisée le 04/09/2025, 04:56.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.