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2N2904 2N2904A
2N2905 2N2905A
PNP SILICON TRANSISTORS DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N2904, 2N2905
series types are PNP silicon transistors manufactured
by the epitaxial planar process, designed for small
signal, general purpose and switching applications.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TA=25°C unless otherwise noted) 2N2904 2N2904A
SYMBOL 2N2905 2N2905A UNITS
Collector-Base Voltage VCBO 60 60 V
Collector-Emitter Voltage VCEO 40 60 V
Emitter-Base Voltage VEBO 5.0 V
Continuous Collector Current IC 0.6 A
Power Dissipation PD 0.8 W
Power Dissipation (TC=25°C) PD 3.0 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
2N2904 2N2904A
ELECTRICAL CHARACTERISTICS: (TA=25°C) 2N2905 2N2905A
SYMBOL TEST CONDITIONS MIN MAX MIN MAX UNITS
ICBO V
CB=50V - 20 - 10 nA
ICEV V
CE=30V, VEB=0.5V - - - 50 nA
BVCBO I
C=10μA 60 - 60 - V
BVCEO I
C=10mA 40 - 60 - V
BVEBO I
E=10μA 5.0 - 5.0 - V
VCE(SAT) I
C=150mA, IB=15mA - 0.4 - 0.4 V
VCE(SAT) I
C=500mA, IB=50mA - 1.6 - 1.6 V
VBE(SAT) I
C=150mA, IB=15mA - 1.3 - 1.3 V
VBE(SAT) I
C=500mA, IB=50mA - 2.6 - 2.6 V
2N2904 2N2905
2N2904A 2N2905A
MIN MAX MIN MAX
hFE V
CE=10V, IC=100μA (2N2904, 2N2905) 20 - 35 -
hFE V
CE=10V, IC=100μA (2N2904A, 2N2905A) 40 - 75 -
hFE V
CE=10V, IC=1.0mA (2N2904, 2N2905) 25 - 50 -
hFE V
CE=10V, IC=1.0mA (2N2904A, 2N2905A) 40 - 100 -
hFE V
CE=10V, IC=10mA (2N2904, 2N2905) 35 - 75 -
hFE V
CE=10V, IC=10mA (2N2904A, 2N2905A) 40 - 100 -
hFE V
CE=10V, IC=150mA 40 120 100 300
hFE V
CE=10V, IC=500mA (2N2904, 2N2905) 20 - 30 -
hFE V
CE=10V, IC=500mA (2N2904A, 2N2905A) 40 - 50 -
TO-39 CASE
R2 (6-April 2015)
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