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2N5320 2N5321 NPN
2N5322 2N5323 PNP
COMPLEMENTARY SILICON
SWITCHING TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N5320, 2N5322
series types are complementary silicon power
transistors manufactured by the epitaxial planar process,
designed for amplifier and switching applications.
MARKING: FULL PART NUMBER
2N5320 2N5321
MAXIMUM RATINGS: (TC=25°C) SYMBOL 2N5322 2N5323 UNITS
Collector-Base Voltage VCBO 100 75 V
Collector-Emitter Voltage VCEV 100 75 V
Collector-Emitter Voltage VCEO 75 50 V
Emitter-Base Voltage VEBO 6.0 5.0 V
Continuous Collector Current IC 2.0 A
Continuous Base Current IB 1.0 A
Power Dissipation PD 10 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance ΘJA 175 °C/W
Thermal Resistance ΘJC 17.5 °C/W
ELECTRICAL CHARACTERISTICS: (TC=25°C unless otherwise noted)
2N5320 2N5321
2N5322 2N5323
SYMBOL TEST CONDITIONS MIN MAX MIN MAX UNITS
ICBO V
CB=80V - 0.5 - - μA
ICBO V
CB=60V - - - 5.0 μA
IEBO V
EB=5.0V - 0.1 - - μA
IEBO V
EB=4.0V - - - 0.5 μA
BVCEV I
C=100μA, VBE=1.5V 100 - 75 - V
BVCEO I
C=10mA 75 - 50 - V
BVEBO I
E=100μA 6.0 - 5.0 - V
VCE(SAT) I
C=500mA, IB=50mA (2N5320) - 0.5 - - V
VCE(SAT) I
C=500mA, IB=50mA (2N5321) - - - 0.8 V
VCE(SAT) I
C=500mA, IB=50mA (2N5322) - 0.7 - - V
VCE(SAT) I
C=500mA, IB=50mA (2N5323) - - - 1.2 V
VBE(ON) V
CE=4.0V, IC=500mA - 1.1 - 1.4 V
hFE V
CE=4.0V, IC=500mA 30 175 40 250
hFE V
CE=2.0V, IC=1.0A 10 - - -
fT V
CE=4.0V, IC=50mA, f=10MHz 50 - 50 - MHz
TO-39 CASE
R5 (11-May 2017)
www.centralsemi.com