Diode Transil 1-5KE120A
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.48€ | 0.58€ |
| 10 - 24 | 0.46€ | 0.55€ |
| 25 - 49 | 0.44€ | 0.53€ |
| 50 - 72 | 0.43€ | 0.52€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.48€ | 0.58€ |
| 10 - 24 | 0.46€ | 0.55€ |
| 25 - 49 | 0.44€ | 0.53€ |
| 50 - 72 | 0.43€ | 0.52€ |
Livraison en 2-3 jours, avec suivi postal!
Diode Transil 1-5KE120A. Diode Transil. Structure diélectrique: unidirectionnel. Matériau semi-conducteur: silicium. Fonction: protection contre les surtensions. Tension de claquage: 120V. Dissipation de puissance maxi: 1.5 kW. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DO-201. Boîtier (selon fiche technique): DO-201 ( 9.0x5.0mm ). Température de fonctionnement: -55...+175°C. Tension de seuil Vf (max): 5V. Tension de seuil Vf (min): 3.5V. Produit d'origine constructeur Diotec. Quantité en stock actualisée le 25/07/2025, 15:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.