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DTC123EM / DTC123EE / DTC123EUA
Transistors DTC123EKA / DTC123ESA
Rev.A 1/3
Digit al transistors (built-in resistors)
DTC123EM / DTC123EE / DTC123EUA
DTC123EKA / DTC123ESA
zFeatures
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 isolation to allow negative biasing of the
input. They also have the advantage of almost
completely eliminating pa rasitic effects.
3) Only the on/off conditions need to be set for operation,
making device design easy.
zEquivalent circuit
R1
R2
IN
GND
OUT
IN
GND
OUT
zExternal dimensions (Unit : mm)
(1) GND
(2) OUT
(3) IN
DTC123ESA
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.
ROHM : SPT
EIAJ : SC-72
ROHM : VMT3
DTC123EM
(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
)
Abbreviated symbol : 22
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
DTC123EE
Abbreviated symbol : 22
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
DTC123EUA
Abbreviated symbol : 22
All terminals have same dimensions
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
DTC123EKA
Abbreviated symbol : 22
All terminals have same dimensions