Transistor 2SC2236
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XBbHqc81L/wAJNr//AEHNS/8AAuT/ABoA+hvLv/8An6tv/Adv/i6PLv8A/n6tv/Adv/i6+ef+Em1//oOal/4Fyf40f8JNr/8A0HNS/wDAuT/GgD6G8u//AOfq2/8AAdv/AIuvOtVDjV7wSMrP5zZKrgHn0yf5159/wk2v/wDQc1L/AMC5P8aW21G+nh8yW9uJJGdizPKxJ+Y9TmgD/9k=)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 1.00€ | 1.21€ |
| 5 - 5 | 0.95€ | 1.15€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 1.00€ | 1.21€ |
| 5 - 5 | 0.95€ | 1.15€ |
Transistor 2SC2236. Transistor. Matériau semi-conducteur: silicium. FT: 120MHz. Gain hFE maxi: 320. Gain hFE mini: 100. Courant de collecteur: 1.5A. Dissipation de puissance maxi: 900mW. Montage/installation: montage traversant pour circuit imprimé. Boîtier: TO-92. Boîtier (selon fiche technique): TO-92M ( 9mm ). Type de transistor: NPN. Température de fonctionnement: -55...+150°C. Vcbo: 30 v. Tension de saturation maxi VCE(sat): 1V. Tension collecteur/émetteur Vceo: 30 v. Vebo: 5V. Quantité par boîtier: 1. Spec info: transistor complémentaire (paire) 2SA966. Diode BE: non. Diode CE: non. Quantité en stock actualisée le 13/01/2025, 06:25.
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