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Category: MOSFET CIRCUIT IDEAS FOR DESIGNERS Schematic no. fet_11100.0
Basic MOSFET / EPAD
MOSFET Inverter Circuit
Description
This circuit shows a basic MOSFET (or EPAD MOSFET) inverter circuit. The drain terminal is the
output and the gate terminal is the input. The output voltage VO is determined by the input voltage
and the output loading R. VO can be a voltage either above or below threshold voltage, which
depends on the drain current Ids as controlled by the gate voltage, and which in turn depends on R
value. The drain current is given by Ids = (V+ - VDS)/R.
At very high R values, the drain current may decrease to such a low level that leakage current
becomes a significant factor. The drain leakage current is a function of ambient temperature, and it
ranges from nA to a few pA, depending on the ambient temperature range of operation considered
and the device selected.
Recommended Components
¼ ALD1108xx, ½ ALD1109xx, or any of the EPAD MOSFETs
Other Related Circuit Ideas
Schematic no. fet_11101.0 Basic MOSFET/EPAD MOSFET Diode-Connected Circuit