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)
(96-323-C124E)
External dimensions (Units: mm)
411
Transistors
Digital transistors (built-in resistors)
DTC124EE / DTC124EUA / DTC124EKA
DTC124ECA / DTC124ESA
Features
1) Built-in bias resistors enable the
configuration of an inverter circuit
without connecting external input
resistors (see equivalent circuit).
2) The bias resistors consist of thin-
film resistors with complete isola-
tion to allow negative biasing of the
input. They also have the advan-
tage of almost completely eliminat-
ing parasitic effects.
3) Only the on/off conditions need to
be set for operation, making device
design easy.
Structure
NPN digital transistor
(with built-in resistors)
Equivalent circuit