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RATING AND CHARACTERISTIC CURVES (MMBT2907A-G)
Page 3
QW-BTR03
REV:B
General Purpose Transistor
Company reserves the right to improve product design , functions and reliability without notice.
Fig.1 - Static Characteristic
Collector Current, IC (mA)
Collector-Emitter Voltage, VCE (V)
-0.00
-0.05
-0.10
-0.15
-0.25
-0.20
-2 -4 -6 -8 -10 -12
COMMON
EMITTER
Ta=25°C
-0
IB=-80 Aμ
-800μA
-720μA
-640μA
-560μA
-480μA
-400μA
-320μA
-240μA
Collector Current, Ic (mA)
DC Current Gain, hFE
-0.1 -1 -10 -600
0
Fig.2 - hFE — IC
100
200
300
400
500
Ta=100°C
Ta=25°C
COMMON EMITTER
VCE=-10V
-100
-600
Collector Current, Ic (mA)
-0.0
-1 -10
Fig.3 - VCEsat — IC
-0.9
-100
-0.3
-0.6
β = 10
Collector -Emitter Saturation
Voltage, VCEsat (V)
-600
Collector Current, Ic (mA)
-0.0
-1
-0.8
-10
-1.2
-100
Ta=100°C
Ta= 25°C
-0.4
β = 10
Base - Emitter Saturation
Voltage, VBEsat (V)
Fig.4 - VBEsat — IC
Ta=100°C
Ta= 25°C
-160μA