Amplificateur opérationnel OPA1611AID
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 9.19€ | 11.12€ |
| 2 - 2 | 8.73€ | 10.56€ |
| 3 - 4 | 8.27€ | 10.01€ |
| 5 - 9 | 7.81€ | 9.45€ |
| 10 - 19 | 7.62€ | 9.22€ |
| 20 - 29 | 7.44€ | 9.00€ |
| 30 - 51 | 7.17€ | 8.68€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 9.19€ | 11.12€ |
| 2 - 2 | 8.73€ | 10.56€ |
| 3 - 4 | 8.27€ | 10.01€ |
| 5 - 9 | 7.81€ | 9.45€ |
| 10 - 19 | 7.62€ | 9.22€ |
| 20 - 29 | 7.44€ | 9.00€ |
| 30 - 51 | 7.17€ | 8.68€ |
Livraison en 2-3 jours, avec suivi postal!
Amplificateur opérationnel OPA1611AID. Amplificateur opérationnel. Fonction: Amplificateur opérationnel. Nombre de connexions: 8. RoHS: oui. Montage/installation: composant monté en surface (CMS). Boîtier: SO. Boîtier (selon fiche technique): SO-8. Température de fonctionnement: -55...+125°C. VCC: ±2.25...±18V. Tension d'alimentation (op): 40V. Remarque: GBW (Typ) 40MHz. Remarque: Slew Rate (Typ) 27V/us. Remarque: qualité sonore supérieure. Remarque: distorsion ultra faible 0.000015% @ 1kHz. Quantité en stock actualisée le 13/01/2025, 12:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.