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2N3250 2N3250A
2N3251 2N3251A
SILICON
PNP TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N3250, 2N3251
series devices are silicon PNP transistors designed for
small signal, general purpose switching applications.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TA=25°C unless otherwise noted) 2N3250 2N3250A
SYMBOL 2N3251 2N3251A UNITS
Collector-Base Voltage VCBO 50 60 V
Collector-Emitter Voltage VCEO 40 60 V
Emitter-Base Voltage VEBO 5.0 V
Continuous Collector Current IC 200 mA
Power Dissipation PD 360 mW
Power Dissipation (TC=25°C) PD 1.2 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance JC 146 °C/W
Thermal Resistance JA 486 °C/W
ELECTRICAL CHARACTERISTICS: (TA=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICEV V
CE=40V, VEB=3.0V 20 nA
BVCBO I
C=10µA (2N3250, 2N3251) 50 V
BVCBO I
C=10µA (2N3250A, 2N3251A) 60 V
BVCEO I
C=10mA (2N3250, 2N3251) 40 V
BVCEO I
C=10mA (2N3250A, 2N3251A) 60 V
BVEBO I
E=10µA 5.0 V
VCE(SAT) I
C=10mA, IB=1.0mA 0.25 V
VCE(SAT) I
C=50mA, IB=5.0mA 0.50 V
VBE(SAT) I
C=10mA, IB=1.0mA 0.60 0.90 V
VBE(SAT) I
C=50mA, IB=5.0mA 1.20 V
2N3250 2N3251
2N3250A 2N3251A
MIN MAX MIN MAX
hFE V
CE=1.0V, IC=0.1mA 40 - 80 -
hFE V
CE=1.0V, IC=1.0mA 45 - 90 -
hFE V
CE=1.0V, IC=10mA 50 150 100 300
hFE V
CE=1.0V, IC=50mA 15 - 30 -
TO-18 CASE
R1 (4-March 2014)
www.centralsemi.com