Condensateur électrochimique, 450V, 68uF - EXR680M2WB
![[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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)
![[TITLE]](data:image/jpg;base64,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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.08€ | 2.50€ |
| 5 - 9 | 1.98€ | 2.38€ |
| 10 - 24 | 1.87€ | 2.24€ |
| 25 - 49 | 1.77€ | 2.12€ |
| 50 - 99 | 1.73€ | 2.08€ |
| 100 - 249 | 1.56€ | 1.87€ |
| 250 - 395 | 1.48€ | 1.78€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.08€ | 2.50€ |
| 5 - 9 | 1.98€ | 2.38€ |
| 10 - 24 | 1.87€ | 2.24€ |
| 25 - 49 | 1.77€ | 2.12€ |
| 50 - 99 | 1.73€ | 2.08€ |
| 100 - 249 | 1.56€ | 1.87€ |
| 250 - 395 | 1.48€ | 1.78€ |
Condensateur électrochimique, 450V, 68uF - EXR680M2WB. Condensateur électrochimique, 450V, 68uF. Tension continue: 450V. Capacité: 68uF. Diamètre: 18mm. Durée de vie: 5000 heures. Longueur: 36mm. Impédance: 0.78 Ohms. Configuration: montage vertical. Matériau du condensateur: électrolyte d'aluminium. Distance entre connexions (pas): 7.5mm. Courant d'impulsion: 760mA. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Série: EXR. Tolérance: 20 %. Température de fonctionnement: -25°C...+105°C. Type de condensateur: Faible ESR, électrolytique. Quantité en stock actualisée le 15/01/2025, 21:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.