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DTC123JM / DTC123JE / DTC123JUA /
Transistor DTC123JKA / DTC123JSA
Rev.A 1/3
Digit al transistors (built-in resistors)
DTC123JM / DTC123JE / DTC123JUA
DTC123JKA / DTC123JSA
zFeatu res
1) Built-in bias resistors enable the configuration of an
inverter ci rcuit without connecting external input
resistors (see th e equivalent circui t).
2) The bias resistors consist of thin-film resistors with
complete isolation to allow negative biasing of the
input. They also have the advantage of almost
completely eliminating parasitic effects.
3) Only the on / off conditions need to be set for
operation , making device design easy .
zStructure
NPN digit al transistor
(Built-in resistor type)
zEquivalent circuit
R1
R2
IN
GND
OUT
IN
GND
OUT
zExternal dimensions (Unit : mm)
(1) IN
(2) GND
(3) OUT
0~0.1
(3)
0.32
0.8
1.2
0.13
0.5
0.22
0.40.4
1.2
0.80.2
0.15Max.
0.2
(
2
)
(
1
)
ROHM : VMT3
DTC123JM
Abbreviated symbol : E42
Abbreviated symbol : E42
0.2
0.2
0.50.5
1.0±0.1
1.6±0.2
0.3
0.8±0.1
1.6±0.2
0.55±0.1
0.7±0.1
0.15±0.05
0.1Min.
(3)
(2)
(1)
0~0.1
−0.05
+0.1
+0.1
−0.05
+0.1
−0.05
(1) GND
(2) IN
(3) OUT
ROHM : EMT3
DTC123JE
3
±
0.2(15Min.)
4
±
0.2 2
±
0.2
0.45
0.5
0.45
5
(1)
(2) (3)
−
0.05
+
0.15
+
0.15
−
0.05
2.5
+
0.4
−
0.1
3Min.
(1) GND
(2) OUT
(3) IN
ROHM : SPT
EIAJ : SC-72
DTC123JSA
Abbreviated symbol : E42
0~0.1
2.8±0.2
1.6
0.3Min.
1.1
0.8±0.1
0.15
0.4
2.9±0.2
1.9±0.2
0.95
0.95
+0.2
−0.1
−0.1
+0.2
+0.1
−0.06
+0.1
−0.05
(2)
(1)
(3)
(1) GND
(2) IN
(3) OUT
ROHM : SMT3
EIAJ : SC-59
DTC123JKA
All terminals have same dimensions
Abbreviated symbol : 142
0~0.1
(2)(1)
(3)
0.1Min.
2.1±0.1
1.25±0.1
0.9±0.1
0.2
0.7
±
0.1
0.15±0.05
0.3
2.0±0.2
1.3±0.1
0.65 0.65
+0.1
−0
(1) GND
(2) IN
(3) OUT
ROHM : UMT3
EIAJ : SC-70
DTC123JUA
All terminals have same dimensions