Résistance, 0.47 Ohms, 100W - HSC100-R47J
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 13.78€ | 16.67€ |
| 2 - 2 | 13.09€ | 15.84€ |
| 3 - 4 | 12.40€ | 15.00€ |
| 5 - 9 | 11.71€ | 14.17€ |
| 10 - 14 | 11.44€ | 13.84€ |
| 15 - 19 | 11.16€ | 13.50€ |
| 20+ | 10.75€ | 13.01€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 13.78€ | 16.67€ |
| 2 - 2 | 13.09€ | 15.84€ |
| 3 - 4 | 12.40€ | 15.00€ |
| 5 - 9 | 11.71€ | 14.17€ |
| 10 - 14 | 11.44€ | 13.84€ |
| 15 - 19 | 11.16€ | 13.50€ |
| 20+ | 10.75€ | 13.01€ |
Livraison en 2-3 jours, avec suivi postal!
Résistance, 0.47 Ohms, 100W - HSC100-R47J. Résistance, 0.47 Ohms, 100W. Résistance: 0.47 Ohms. Puissance: 100W. Type de résistance: enroulement de fil électrique. Stabilité en tempéraure: 100ppm/°C. Longueur: 66mm (98.2mm avec connexions). Configuration: montage horizontal avec connexions axiales. Tension de claquage: 2500V. Tension de fonctionnement: 1900V. Dimensions: 66x47x25mm. RoHS: oui. Montage/installation: à visser. Série: AH-100WS. Boîtier (selon fiche technique): Boîtier métallique avec ailettes de refroidissement. Tolérance: 5%. Quantité en stock actualisée le 20/01/2025, 15:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.