Circuit intégré VIPER17HD
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.22€ | 2.69€ |
| 5 - 9 | 2.11€ | 2.55€ |
| 10 - 22 | 2.00€ | 2.42€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.22€ | 2.69€ |
| 5 - 9 | 2.11€ | 2.55€ |
| 10 - 22 | 2.00€ | 2.42€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré VIPER17HD. Circuit intégré. Conditionnement: tube en plastique. Fonction: Convertisseurs haute tension hors ligne. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-16. Température de fonctionnement: -40...+150°C. Remarque: tension d'entrée mini 85VAC, tension d'entrée maxi 265VAC. Remarque: fréquence de fonctionnement 115kHz. Remarque: VDRAIN 800V. Nombre de connexions: 16. Unité de conditionnement: 50. Quantité en stock actualisée le 26/01/2025, 14:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.