N-kanaaltransistor, 60V, TO220 - STP55NF06
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
![[TITLE]](data:image/jpg;base64,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)
| Hoeveelheid | excl. BTW | incl. BTW |
|---|---|---|
| 1 - 4 | 1.41€ | 1.71€ |
| 5 - 9 | 1.34€ | 1.62€ |
| 10 - 24 | 1.26€ | 1.52€ |
| 25 - 49 | 1.19€ | 1.44€ |
| 50 - 53 | 1.16€ | 1.40€ |
| Hoeveelheid | U.P | |
|---|---|---|
| 1 - 4 | 1.41€ | 1.71€ |
| 5 - 9 | 1.34€ | 1.62€ |
| 10 - 24 | 1.26€ | 1.52€ |
| 25 - 49 | 1.19€ | 1.44€ |
| 50 - 53 | 1.16€ | 1.40€ |
Levering binnen 2-3 dagen, met posttracking!
N-kanaaltransistor, 60V, TO220 - STP55NF06. N-kanaaltransistor, 60V, TO220. Vdss (afvoer naar bronspanning): 60V. Behuizing: TO220. Pd (vermogensdissipatie, max.): 110W. Polariteit: MOSFET N. Id @ Tc=25°C (continue afvoerstroom): 50A. Spanning: 10V. Poort-/bronspanning Vgs max: -20V. Montagetype: THT. Origineel product van fabrikant Stmicroelectronics. Aantal op voorraad bijgewerkt op 26/07/2025, 18:25.
Wij raden ook aan :
Wij raden ook aan :
Informatie en technische hulp
Betaling en levering
Levering binnen 2-3 dagen, met posttracking!
Alle rechten voorbehouden, RPtronics, 2024.