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LESHAN RADIO COMPANY, LTD.
L2SD2114K*LT1-2/4
zElectrical characteristic curves
0
0.4
0.8
1.2
1.6
2.0
0 0.1 0.2 0.3 0.4 0.5
Ta=25˚C
0.2µA
0.4µA
0.6µA
0.8µA
1.0µA
1.2µA
1.4µA
1.6µA
I
B
=0
1.8µA
2.0µA
COLLECTOR CURRENT : I
C
(mA)
COLLECTOR TO EMITTER VOLTAGE : V
CE
(V)
Fig.1 Grounded emitter output
characteristics(Ι)
0
200
400
600
800
1000
0246810
Ta
=
25°C
Measured using
pulse current.
0.2mA
0.4mA
0.6mA
0.8mA
1.0mA
1.2mA
1.4mA
1.6mA
1.8mA 2.0mA
I
B
=0mA
COLLECTOR CURRENT : I
C
(mA)
COLLECTOR TO EMITTER VOLTAGE : V
CE
(V)
Fig.2 Grounded emitter output
characteristics(ΙΙ)
0 0.2 0.4 0.6 0.8 1.0 1.2 1.4
1
2
5
10
20
50
100
200
500
1000
COLLECTOR CURRENT : IC
(mA)
BASE TO EMITTER VOLTAGE : V
BE
(V)
Fig.3 Grounded emitter propagation
characteristics
V
CE
=3V
Measured using
pulse current.
25°C
−25°C
Ta=100°C
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 : V
CE(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 : I
C
(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 5001000
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 : V
BE(sat)
(mV)
COLLECTOR CURRENT : I
C
(mA)
Fig.9 Base-emitter saturation voltage
vs. collector current(ΙΙ)
Measured using
pulse current.
l
C
/l
B
=10
25°C
100°C
Ta=−25°C
L2SD2114K*LT1