![poziom najwyższy i najjaśniejszy :-)](star_icon7.gif)
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Grupa: Administrator ![](star.gif)
Lokalizacja: Bydgoszcz JO83XC
Posty: 7669 #2115607 Od: 2011-6-25
| Firma Vishay Siliconix dodaje do oferty tranzystorów MOSFET nowy miniaturowy tranzystor n-kanałowy SiA466EDJ zamykany w obudowie PowerPAK SC-70 o powierzchni 2 x 2 mm. Pomimo małych rozmiarów może on pracować z ciągłym prądem drenu do 25 A, większym o 13% od najbliższego odpowiednika. Zawiera zabezpieczenie ESD do 2500 V.
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)
Jest tranzystorem o napięciu przebicia 20 V i szerokim zakresie napięć sterowania bramki (VGS) równym ±20 V. Mały ładunek (6,3 nC) i mała rezystancja bramki (0,9 W) minimalizują straty w układach przełączających. Rezystancja RDS(on) wynosi 9,5 mΩ @ VGS=10 V, 11,1 mΩ @ 6 V i 13,0 mΩ @ 4,5 V.
TYLKO ZAREJESTROWANI I ZALOGOWANI UŻYTKOWNICY WIDZĄ LINKI » DARMOWA REJESTRACJA
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