Circuit intégré TDA6107JF
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 3 | 3.41€ | 4.09€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 3 | 3.41€ | 4.09€ |
Livraison en 2-3 jours, avec suivi postal!
Circuit intégré TDA6107JF. Circuit intégré. Fonction: Amplificateur de sortie vidéo triple 5.5 MHz. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: SOT-111-1 ( DBS9MPF ). Boîtier (selon fiche technique): DBS9MPF ( SOT111-1 ). Tension d'alimentation (op): 250V. Remarque: 12V Input voltage at pins 1 to 3. Remarque: 6V measurement output voltage. Remarque: 3.6K input resistance. Remarque: 51-gain of amplifier. Nombre de connexions: 9. Spec info: 3000V Human Body Model (HBM). Quantité en stock actualisée le 13/01/2025, 19:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.