Brand: TEXAS INSTRUMENTS
MULTIVIBRATOR, DUAL, MONOSTABLE, TSSOP.The SN74AHCT123APWR is a dual retriggerable Monostable Multivibrator features output pulse-duration control by three methods. In the first method, the A\ input is low and the B input goes high. In the second method, the B input is high and the A\ input goes low..
35 ₽
Brand: TEXAS INSTRUMENTS
Буфер, четверной, неинвертирующий, 3 состояния, 4.5В до 5.5В, SOIC-14.The SN74AHCT125D is a quadruple Bus Buffer Gate featuring independent line drivers with 3-state outputs. Each output is disabled when the associated output-enable (OE)\ input is high. When OE\ is low, the respective gate passes th..
106 ₽
Brand: TEXAS INSTRUMENTS
Буфер, неинвертирующий, 3 состояния, 4.5В до 5.5В, DIP-14.The SN74AHCT125N is a quadruple Bus Buffer Gate featuring independent line drivers with 3-state outputs. Each output is disabled when the associated output-enable (OE)\ input is high. When OE\ is low, the respective gate passes the data from ..
58 ₽
Brand: TEXAS INSTRUMENTS
Буфер, семейство ACHT, 4 элемента, 2 входа, 8мА, 4.5В до 5.5В, TSSOP-14.The SN74AHCT125PW is a quadruple Bus Buffer Gate with 3-state outputs. Each output is disabled when the associated output-enable (OE)\ input is high. When OE\ is low, the respective gate passes the data from the A input to its Y..
143 ₽
Brand: TEXAS INSTRUMENTS
Буфер / драйвер линии, неинвертирующий, 4.5В до 5.5В, TSSOP-14.The SN74AHCT125PWR is a quadruple Bus Buffer Gate featuring independent line drivers with 3-state outputs. Each output is disabled when the associated output-enable (OE)\ input is high. When OE\ is low, the respective gate passes the dat..
34 ₽
Brand: TEXAS INSTRUMENTS
Логический элемент И-НЕ, семейство ACHT, триггер Шмитта, 4 элемента, 2 входа, 8мА, 4.5В до 5.5В...
0 ₽
Brand: TEXAS INSTRUMENTS
Логический элемент И-НЕ, семейство ACHT, триггер Шмитта, 4 элемента, 2 входа, 8мА, 4.5В до 5.5В.The SN74AHCT132N is a quadruple positive-NAND Gate with Schmitt-trigger inputs. This device perform the Boolean function Y = (A • B)\ or Y = A\ + B\ in positive logic. Each circuit functions as a NAND gat..
0 ₽











