Résistance, 1 Ohm, 50W - MHP50LF-1R-F
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 10.98€ | 13.29€ |
| 2 - 2 | 10.43€ | 12.62€ |
| 3 - 4 | 9.88€ | 11.95€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 10.98€ | 13.29€ |
| 2 - 2 | 10.43€ | 12.62€ |
| 3 - 4 | 9.88€ | 11.95€ |
Livraison en 2-3 jours, avec suivi postal!
Résistance, 1 Ohm, 50W - MHP50LF-1R-F. Résistance, 1 Ohm, 50W. Résistance: 1 Ohm. Puissance: 50W. Type de résistance: couche épaisse. Stabilité en tempéraure: 300ppm/°C. Tension de fonctionnement: 420V. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Série: AP851. Boîtier: TO-220FP. Boîtier (selon fiche technique): Boîtier en plastique TO220. Tolérance: 5%. Température de fonctionnement: -65...+150°C. Nombre de connexions: 2. Quantité en stock actualisée le 22/01/2025, 19:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.