Diode, 15A, 30A, TO-220, TO-220AC, 600V - RHRP1560
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.15€ | 2.58€ |
| 5 - 9 | 2.04€ | 2.45€ |
| 10 - 24 | 1.93€ | 2.32€ |
| 25 - 49 | 1.83€ | 2.20€ |
| 50 - 99 | 1.77€ | 2.12€ |
| 100 - 241 | 1.73€ | 2.08€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.15€ | 2.58€ |
| 5 - 9 | 2.04€ | 2.45€ |
| 10 - 24 | 1.93€ | 2.32€ |
| 25 - 49 | 1.83€ | 2.20€ |
| 50 - 99 | 1.77€ | 2.12€ |
| 100 - 241 | 1.73€ | 2.08€ |
Diode, 15A, 30A, TO-220, TO-220AC, 600V - RHRP1560. Diode, 15A, 30A, TO-220, TO-220AC, 600V. IF(AV): 15A. IFSM: 30A. Boîtier: TO-220. Boîtier (selon fiche technique): TO-220AC. VRRM: 600V. Cj: 60pF. Quantité par boîtier: 1. Structure diélectrique: Anode-cathode. Trr Diode (Min.): 35 ns. Matériau semi-conducteur: silicium. Fonction: Hyperfast with Soft Recovery. Remarque: Diode hyper rapide. Nombre de connexions: 2. Dissipation de puissance maxi: 100W. Montage/installation: montage traversant pour circuit imprimé. Température de fonctionnement: -65...+175°C. Tension de seuil Vf (max): 2.1V. Tension de seuil Vf (min): 1.7V. Spec info: Ifsm--200Ap (1 Phase, 60Hz). Quantité en stock actualisée le 20/04/2025, 08:25.
Produits équivalents :
MUR1560
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Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.