Transistor NPN, SOT23, 4.87k Ohms, SOT-23 ( TO-236 ), SOT-23, 300V - SMBTA42
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)
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)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 9 | 0.12€ | 0.15€ |
| 10 - 24 | 0.11€ | 0.13€ |
| 25 - 49 | 0.10€ | 0.12€ |
| 50 - 99 | 0.10€ | 0.12€ |
| 100 - 249 | 0.0989€ | 0.1197€ |
| 250 - 499 | 0.0873€ | 0.1056€ |
| 500 - 2291 | 0.0830€ | 0.1004€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 9 | 0.12€ | 0.15€ |
| 10 - 24 | 0.11€ | 0.13€ |
| 25 - 49 | 0.10€ | 0.12€ |
| 50 - 99 | 0.10€ | 0.12€ |
| 100 - 249 | 0.0989€ | 0.1197€ |
| 250 - 499 | 0.0873€ | 0.1056€ |
| 500 - 2291 | 0.0830€ | 0.1004€ |
Transistor NPN, SOT23, 4.87k Ohms, SOT-23 ( TO-236 ), SOT-23, 300V - SMBTA42. Transistor NPN, SOT23, 4.87k Ohms, SOT-23 ( TO-236 ), SOT-23, 300V. Boîtier: SOT23. Tension collecteur-émetteur VCEO: 4.87k Ohms. Boîtier: SOT-23 ( TO-236 ). Boîtier (selon fiche technique): SOT-23. Tension collecteur/émetteur Vceo: 300V. Type: transistor pour applications basse puissance. Polarité: NPN. Puissance: 0.36W. Tension base / collecteur VCBO: 4.87k Ohms. Type de montage: SMD. Bande passante MHz: 50MHz. Gain hFE min.: 25. Courant maximum 1: 0.5A. Série: SMBTA. Information: 25. MSL: transistor complémentaire (paire) SMBTA92. Marquage sur le boîtier: s1D. Dissipation de puissance maxi: 0.36W. RoHS: oui. Spec info: sérigraphie/code CMS S1D. Montage/installation: composant monté en surface (CMS). Type de transistor: NPN. Vcbo: 300V. Tension de saturation maxi VCE(sat): 0.5V. Vebo: 5V. Produit d'origine constructeur Infineon Technologies. Quantité en stock actualisée le 20/07/2025, 12:25.
Produits équivalents :
MMBTA42
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Renseignements et aide technique
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Tous droits réservés, RPtronics, 2024.