Circuit intégré SN75176BP
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)
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)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.31€ | 1.57€ |
| 5 - 9 | 1.25€ | 1.50€ |
| 10 - 24 | 1.18€ | 1.42€ |
| 25 - 49 | 1.11€ | 1.33€ |
| 50 - 99 | 1.09€ | 1.31€ |
| 100 - 249 | 1.06€ | 1.27€ |
| 250 - 3403 | 1.01€ | 1.21€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.31€ | 1.57€ |
| 5 - 9 | 1.25€ | 1.50€ |
| 10 - 24 | 1.18€ | 1.42€ |
| 25 - 49 | 1.11€ | 1.33€ |
| 50 - 99 | 1.09€ | 1.31€ |
| 100 - 249 | 1.06€ | 1.27€ |
| 250 - 3403 | 1.01€ | 1.21€ |
Circuit intégré SN75176BP. Circuit intégré. RoHS: oui. Nombre de bornes: 8. Nombre de circuits de commande: 1. Nombre de circuits de réception: 1. Type de communication: 'Half-duplex'. Désactivable: oui. Plage de température de fonctionnement min (°C): 0°C. Plage de température de fonctionnement max (°C): +70°C. Type de circuits: interface série, émetteur/récepteur différentiel. Tension d'alimentation mini (V): +4.75V. Tension d'alimentation maxi (V): +5.25V. Nombre de circuits récepteurs sur la ligne, max: 32. Nombre de connexions: 8. Montage/installation: montage traversant pour circuit imprimé. Boîtier: DIP. Boîtier (selon fiche technique): DIP-8. Température de fonctionnement: 0...+70°C. Quantité en stock actualisée le 12/01/2025, 19:25.
Produits équivalents :
LTC485CN8
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Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.