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2SD2114K / 2SD2144S
Transistors
1 2 5 10 20 50 100 200 5001000
10
20
50
100
200
500
1000
2000
5000
10000 Ta=25°C
Measured using
pulse current.
DC CURRENT GAIN : h
FE
COLLECTOR CURRENT : I
C
(mA)
Fig.4 DC current gain vs. collector
current(Ι)
3V
V
CE
=5V
1V
1 2 5 10 20 50 100 200 5001000
10000
5000
2000
1000
500
200
100
50
20
10
V
CE
=3V
Measured using
pulse current.
DC CURRENT GAIN : h
FE
COLLECTOR CURRENT : I
C
(mA)
Fig.5 DC current gain vs.
collector current(ΙΙ)
25°C
−25°C
Ta=100°C
1
2
2000
1000
200
500
100
20
50
10
5
2 5 10 20 50 100 200 5001000
Ta=25°C
Measured using
pulse current.
10
25
50
I
C
/I
B
=100
COLLECTOR SATURATION VOLTAGE : VCE(sat)
(mV)
COLLECTOR CURRENT : I
C
(mA)
Fig.6 Collector-emitter saturation
voltage vs. collector current(Ι)
COLLECTOR SATURATION VOLTAGE : V
CE(sat)
(mV)
COLLECTOR CURRENT : IC
(mA)
1
2
2000
1000
200
500
100
20
50
10
5
2 5 10 20 50 100 200 5001000
I
C/
I
B=
25
Measured using
pulse current.
Fig.7 Collector-emitter saturation
voltage vs. collector current(ΙΙ)
Ta=100°C
25°C
−25°C
BASE SATURATION VOLTAGE : V
BE(sat)
(mV)
COLLECTOR CURRENT : I
C
(mA)
Fig.8 Base-emitter saturation
voltage vs. collector current(Ι)
1 2 5 10 20 50 100 200 500 1000
10000
5000
2000
1000
500
200
100
50
20
10
Ta=25°C
Pulsed
I
C
/I
B
=10
25
50
100
1 2 5 10 20 50 100 200 5001000
10000
5000
2000
1000
500
200
100
50
20
10
BASE SATURATION VOLTAGE : VBE(sat)
(mV)
COLLECTOR CURRENT : IC
(mA)
Fig.9 Base-emitter saturation voltage
vs. collector current(ΙΙ)
Measured using
pulse current.
lC/lB=10
25°C
100°C
Ta=−25°C
EMITTER CURRENT : I
E
(mA)
TRANSITION FREQUENCY : f
T
(MHz)
Fig.10 Gain bandwidth product vs.
emitter current
-1 -2 -5 -10 -20 -50 -100-200 -500-1000
10000
5000
2000
500
200
1000
100
20
50
10
Ta
=
25°C
V
CE
=
10V
Measured using
pulse current.
0.1 0.2 0.5 1 2 5 10 20 50 100
COLLECTOR OUTPUT CAPACITANCE : Cob
(pF)
COLLECTOR TO BASE VOLTAGE : V
CB
(V)
Fig.11 Collector output capacitance
vs. collector-base voltage
100
200
500
1000
10
20
50
2
5
1
Ta
=
25°C
f
=
1MHz
I
E
=
0A
0.01 0.02 0.05 0.1 0.2 0.5 1 2 5 10
ON RESISTANCE : Ron
(Ω)
BASE CURRENT : I
B
(mA)
Fig.12 Output-on resistance vs.
base current
0.1
0.2
0.5
1
2
5
10
20
50
100 Ta=25°C
f=1kHz
Vi=100mV(
rms)
R
L
=1kΩ