Référence de tension TL431AIZ
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)
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.31€ | 0.38€ |
| 10 - 24 | 0.29€ | 0.35€ |
| 25 - 49 | 0.28€ | 0.34€ |
| 50 - 99 | 0.28€ | 0.34€ |
| 100 - 249 | 0.27€ | 0.33€ |
| 250 - 279 | 0.24€ | 0.29€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.31€ | 0.38€ |
| 10 - 24 | 0.29€ | 0.35€ |
| 25 - 49 | 0.28€ | 0.34€ |
| 50 - 99 | 0.28€ | 0.34€ |
| 100 - 249 | 0.27€ | 0.33€ |
| 250 - 279 | 0.24€ | 0.29€ |
Référence de tension TL431AIZ. Référence de tension. Coupure basse ?: non. Fixe/réglable: Tension de sortie réglable.. Remarque: référence de tension programmable. Remarque: Z-IC. Marquage sur le boîtier: TL431AI. Tension de sortie maxi: 36V. Tension de sortie mini: 2.5V. Polarité de sortie: positif. Nombre de connexions: 3. Courant de sortie: 100mA. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-92. Boîtier (selon fiche technique): TO-92. Tolérance: 1%. Température de fonctionnement: -40...+105°C. Tension d'entrée Vin (max): 37V. Tension de référence: 2.495V. Produit d'origine constructeur Stmicroelectronics. Quantité en stock actualisée le 07/06/2025, 15:25.
Produits équivalents :
KA431LZ
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Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.