Transistor MOSFET FDC6420C
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)
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)
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ru9S3Vvw4rzlI/GvxX1ncftF6d2Cx+WGEfyH4VseC/hPqGvslwYd8JPMsmViX+r/hxXsN94L8UeH/AAxLb+FNcAm8v5oHhUAn/YP8JoA42z8FeB/hdapqHi29j1LVcbo7VRuAbrwv9TXK+I/jLqHiPVbK2WFbHQYbqKV7aMAtIqSKwyf+A9OBXnGrtqDanONUkme8VyJTKSW3Z561RoA+vC9nFajxn4PmWa0f5760hPyTp/EwXtIvX36eld3ZXcGoWUN3buJIZkDow6EGvn39m66nbUNcsmkZrcxRv5ZPAOWGa9f8Dr9ig1TRwwKWF7IkS/3Yydyj8jQB1LoroVYZUjBB718TePtOh0rx3rNlB/qo7ltvtn5sfhnFfbRr468e6Xf6x8VtatNPtZbm4e5wqRLk/dFAG/8As8/8lHm/7B0v/ocde9+Ev+Rh8Xf9hJf/AETHXlfgXwBqnw21bSfEOrSRgXc/2KeJTnyEkU7ST7uEH416hoE8en+MvEdhcyLHPd3KXVuGOPMQxKvHrgqaAOvNcfoFxDpvi/X9NupBFcXlwLu3D8CVCgU7fUgryPeuwzWP4i0rSNS08nVxGkcXzLOX2NEfVW7GgDYBpa868J+Kb4+JY9Cd5tS0uVHNpqkkewsUGShP8XH8Vei0AFFFFABRRRQAUUUUAFFFFABXwJP/AMfEv++f5199Zr4n8YeCNc8I6lLHqdlIkLOfKuFGY5Bnggjj8OtAHM0UuKSgAzW94b8Ya74UuxPpF9JDzloico31WsGigD3208deCPiZapp3jCyj0/UyNqXanAJ9n7fQ1N4b+EWo+E/iLperWNwmoaOJM+ch+ZAemR/UV8+V6x8FvGOu2/jCw0L7c8mm3DFWgl+YLx/D6UAdRrnwfv8AxR8RNa1jU7hNP0ZpgwlYjdIoUA4Hbp1NN0Hw5o0njDUpPCVtBq+maLBAsto7Z+0SP5m5g3QsNi4B4OTXJfGXxlrl94y1LQ5L10020kCJBF8obKg/N/e6/SsH4d+P77wHq8k1uiy2lyUFzCf4wucYPYjcfbn8QAfW+haxY61pqXFh8iKdjQsu1omHVWXsRWnXCveW9jrOk+KdOb/iW62EiulXG0swzHL9f4T68V3YoA+dv2g/CMVrdWviO0hC/aD5VxtH8QGQx/DNeFGvrP48Qq/wuvZDndHNCVx7uAf0NfJvWgD2/wDZs/5D2t/9e8f/AKE1eyeHf+Rz8V/9d4P/AEUteLfs+Nc6d4mmE9pKltqVu4gndSFdomGQp7/f59MV7T4dP/FZeK/+u8P/AKKWgDqia43wPaWw1DxLdeRH9pOrSIZdo3bfLjIGfTk12R5FcvqOg6lZancav4duIknnIa5s7jPlXBAwDkco2OM80AbWraXba1pNzpt2u6C4Qq2Oo9CPcHBH0ri1FpdmPw54vTy9Rg+Wz1AHZ569nR+zdMj1roNH8W2uoX39lXsEum6uoJNncDBcD+JG6OvuPxxWtqWmWWr2b2l/bxzwP1Vx0PqD2PvQBx15f+JfCbWtkrw6xBeSrb2s077JEc9N/Yj3FTyeH4Ix/avjTVkuynzLAx8u2i+i/wAR9z+VZ2seDvFENxp8ei6pb3Vha3S3Eceolt8OO28ffX2PPvXQWHg6FrtL/Xbp9Xv15UzDEMR/2I+g+pyaAKWm3cniTxLpt/YafNb6Rp6ShbiZPLExddo2L1x79K7WkAAxgYApaACiiigAooooAKKKKACiiigBMVBeWNpqNpJa3tvFcW8gw8cqhlb8DViigDwrxr+z7a3PmXnhSf7NL1NlO2UP+63Ufjn8K8G1jQ9T0C/ey1Wymtbhf4ZFwD7g9CPcV924rK17w1pHiWxaz1exiuYj03DlfcHqDQB8LUV7T41+AWo6b5t74alN9bDLG2kOJVHsejfz+teN3FvNazPDcRSQyocNHIpVlPuDQBFXdfB7/kqGj/8AXQ/yrha7r4Pf8lQ0f/rof5UAV/iv/wAlR17/AK7j/wBAWuNrsviv/wAlR17/AK7j/wBAWuOFAH1RD/yQ3w4P7y2Iz3Hzp0r1VRhQPSvKrcg/A/w1g5/48R/4+lerUAef/Gaym1L4c3NjbKGnuLm3jQE4BJlUCuc8DfAXSdGCXviN01O9GCLcDEEZ9COr/jx7V3/jmxub3wzJ9khaee3miukhXrJ5bh9o+uK0dG13T9es/tOnziQDh42+V4m/usp5B+tAGd4q0eafSbe40qNVv9MkFxaRr8obAIaP2DKSPriseCCbVy3ijwnqAhvZsC8sboExSuoxtcdY3GMZH5Gu761zOq+Fpv7Qk1fQLw6fqb480Y3Q3GO0iev+0MGgCCHx/plujQ68r6NqEf3rW4+Yuf8Apkw4kH059qYdR8TeJgy6Tbf2Jp7cC+vY91w49Y4ei/Vz/wABrmtf8VNF4h8ODXNJubW8tLqRnEURmSUeWQDGwHOT2OCK6MP4p8T7Sg/4R7TCeScPdyL/AOgx/wDjx+lAGNdeHtI0Xx34TWCaS81h7qaS5ubmbzbho/s8gyc/dTcRwAFyelelDrWTovhrS9BDmyt/38vM1zIxeWU+rOeT+da+KADFLiiigAooooAKKKKACiiigAooooAKKKKACiiigAoxRRQAmK5Pxf8ADrw/4yt2F/aKl1twl1EMSL+Pf6GutooA+R/Gvwb8QeFDJc26HUdOHPmwr8yj/aX/AAqn8HwV+KGkA8ESHIP0r7CKhgQwyDwQa5G5+HWh/wDCS23iKxtktNRgfeTGMJJ65H9aAPmP4rKW+KWugAkmdcAf7i1teCPgtr3ijZdX4bTdOJB3yL+8cf7K/wBTX0FZ/DjQYvE954jurZbrUrmTfulGVj4A+UfQV14UAAAYA7UAeVwWFzD4D1Dw1Ehlu9CvEaOP+KWFZBIhH1T9RXoWi69Ya9ZLc2M6vx88fRoz6MOoNZfiLR71L+LX9E2/2lAmyWBjhbqLrtPoRzg1lQW+i+J7hrzTJpdH1+L/AFqqNkin0dOjD3oA7okYyelec+J5tPu9UdvComk8TJ8omsCBGpwcCZvulfY5NSaTBrHiyK7GuaqIbGxuXtpIrP8Ad+eVAJZm7A5HAq7FrlnZo2keC9KS8mj4Zo/kgjPq79z9MmgDc8Japd6z4Ysr6+SNLuRCJVj+7uBIOPxFbRGayfDGlTaL4etbC4kSSeJT5jIMKWJJOM9ua16AGNEjkFlUlehI6U7FLRQAmKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApMUtFAAKKKKAAjNYmueGLDWysz77e9j/1V3bnbKh+vcex4rbpMUAcDpPw5uEFzDreuT31pLctcG3iXyVkYgD5yDk9BwMCu4tLK2sbZLe0gjghQYWONQoH4CpwKKADFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==)
| Qnéuantità | Iva esclusa | IVA incl. |
|---|---|---|
| 1 - 4 | 0.93€ | 1.13€ |
| 5 - 9 | 0.89€ | 1.09€ |
| 10 - 24 | 0.86€ | 1.05€ |
| 25 - 49 | 0.84€ | 1.02€ |
| 50 - 99 | 0.82€ | 1.00€ |
| 100 - 131 | 0.73€ | 0.89€ |
| Qnéuantità | U.P | |
|---|---|---|
| 1 - 4 | 0.93€ | 1.13€ |
| 5 - 9 | 0.89€ | 1.09€ |
| 10 - 24 | 0.86€ | 1.05€ |
| 25 - 49 | 0.84€ | 1.02€ |
| 50 - 99 | 0.82€ | 1.00€ |
| 100 - 131 | 0.73€ | 0.89€ |
Consegna in 2-3 giorni, con tracciabilità postale!
Transistor MOSFET FDC6420C. Transistor MOSFET. Tipo di canale: N-P. Marcatura sulla cassa: 420. Pd (dissipazione di potenza, massima): 0.9W. RoHS: sì. Assemblaggio/installazione: componente a montaggio superficiale (SMD). Tecnologia: N&P PowerTrench MOSFET. Alloggiamento: TSOP. Custodia (secondo scheda tecnica): SUPERSOT-6. Quantità per scatola: 2. Numero di terminali: 6. Funzione: Rds-on 0.07 Ohms (Q1), 0.125 Ohms (Q2). Nota: serigrafia/codice SMD 420. Prodotto originale del produttore Onsemi. Quantità in stock aggiornata il 05/06/2025, 06:25.
Informazioni e aiuto tecnico
Pagamento e consegna
Consegna in 2-3 giorni, con tracciabilità postale!
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