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Page 3
REV:B
QW-BTR05
Collector Current, Ic (mA)
0
Fig.4 - hFE-Ic
0
DC Current Gain HFE
Collector Emitter Saturation Voltage VCE(sat)-V
Collector Current, IC (A)
Fig.2 - Vec-Ic
Collector-Emitter Voltage, Vce (V)
Fig.1 - IC-Vce
Collector Current, Ic (A)
Collector Current, IC (mA)
-0.0
-2.5
1 10 1004
Vce=1v
-1 -10 -100
-0 -0.10
-0
-0.04 -0.06
-0.02
-0.5
-1.0
-1.5
-2.0
-0.08
ib=200uA
400u
800u
1m
1.2m
1.4m
600u
COMMON
Ta=25°C
EMITTER
Fig.5 - PC-Ta
Collector Power Dissipation pc , (mW)
Ambient Temperature, Ta (°C)
0 10 50 150
0
70 90
30 110
100
200
300
400
500
600
700
800
130
Collector Emitter Voltage, Vce (A)
-0 -10
-4 -6
-2
-0.04
-8
-0.00
-0.01
-0.02
-0.03
-0.05
-0.06
-0.07
-0.08
350u
300u
250u
200u
150u
100u
ib=50uA
COMMON
Ta=25°C
EMITTER
-2.0
-1.5
-1.0
-0.5
Fig.3 - Vcesat-Ic
Vbesat-Ic
40
80
120
160
200
260
240
COMMON
Ta=25°C
EMITTER
General Purpose Transistor
RATING AND CHARACTERISTIC CURVES ( )2N3906-G