Capteur à effet Hall SS41
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.71€ | 2.07€ |
| 5 - 9 | 1.62€ | 1.96€ |
| 10 - 24 | 1.57€ | 1.90€ |
| 25 - 49 | 1.54€ | 1.86€ |
| 50 - 99 | 1.50€ | 1.82€ |
| 100 - 249 | 1.35€ | 1.63€ |
| 250 - 486 | 1.30€ | 1.57€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.71€ | 2.07€ |
| 5 - 9 | 1.62€ | 1.96€ |
| 10 - 24 | 1.57€ | 1.90€ |
| 25 - 49 | 1.54€ | 1.86€ |
| 50 - 99 | 1.50€ | 1.82€ |
| 100 - 249 | 1.35€ | 1.63€ |
| 250 - 486 | 1.30€ | 1.57€ |
Livraison en 2-3 jours, avec suivi postal!
Capteur à effet Hall SS41. Capteur à effet Hall. Courant maxi: 0.6mA. Fonction: Capteur de position bipolaire à effet Hall. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-92. Boîtier (selon fiche technique): TO-92S, SIP-3. VCC: 4.5...24V. Produit d'origine constructeur Honeywell. Quantité en stock actualisée le 07/06/2025, 23:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.