Diode Transil 1-5KE27A
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)
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.41€ | 0.49€ |
| 10 - 24 | 0.39€ | 0.47€ |
| 25 - 49 | 0.37€ | 0.44€ |
| 50 - 99 | 0.35€ | 0.42€ |
| 100 - 249 | 0.32€ | 0.38€ |
| 250 - 468 | 0.31€ | 0.37€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.41€ | 0.49€ |
| 10 - 24 | 0.39€ | 0.47€ |
| 25 - 49 | 0.37€ | 0.44€ |
| 50 - 99 | 0.35€ | 0.42€ |
| 100 - 249 | 0.32€ | 0.38€ |
| 250 - 468 | 0.31€ | 0.37€ |
Livraison en 2-3 jours, avec suivi postal!
Diode Transil 1-5KE27A. Diode Transil. RoHS: oui. Plage de température de fonctionnement max (°C): +175°C. Quantité par boîtier: 1. Structure diélectrique: unidirectionnel. Matériau semi-conducteur: silicium. Fonction: protection contre les surtensions. IFSM: 200A. Nombre de connexions: 2. Tension de claquage: 27V. Dissipation de puissance maxi: 1500W. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DO-201. Boîtier (selon fiche technique): DO-201 ( 9.0x5.0mm ). Tension de seuil Vf (max): 5V. Tension de seuil Vf (min): 3.5V. Quantité en stock actualisée le 12/01/2025, 19:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.