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2N6050 2N6051 2N6052
MAXIMUM RATINGS: (TC=25°C) SYMBOL 2N6057 2N6058 2N6059 UNITS
Collector-Base Voltage VCBO 60 80 100 V
Collector-Emitter Voltage VCEO 60 80 100 V
Emitter-Base Voltage VEBO 5.0 V
Continuous Collector Current IC 12 A
Peak Collector Current ICM 20 A
Continuous Base Current IB 0.2 A
Power Dissipation PD 150 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance JC 1.17 °C/W
ELECTRICAL CHARACTERISTICS: (TC=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICEV V
CE=Rated VCEO, VEB=1.5V 0.5 mA
ICEV V
CE=Rated VCEO, VEB=1.5V, TC=150°C 5.0 mA
ICEO V
CE=½Rated VCEO 1.0 mA
IEBO V
EB=5.0V 2.0 mA
BVCEO I
C=100mA, (2N6050, 2N6057) 60 V
BVCEO I
C=100mA, (2N6051, 2N6058) 80 V
BVCEO I
C=100mA, (2N6052, 2N6059) 100 V
VCE(SAT) I
C=6.0A, IB=24mA 2.0 V
VCE(SAT) I
C=12A, IB=120mA 3.0 V
VBE(SAT) I
C=12A, IB=120mA 4.0 V
VBE(ON) V
CE=3.0V, IC=6.0A 2.8 V
hFE V
CE=3.0V, IC=6.0A 750 18K
hFE V
CE=3.0V, IC=12A 100
hfe V
CE=3.0V, IC=5.0A, f=1.0kHz 300
fT V
CE=3.0V, IC=5.0A, f=1.0MHz 4.0 MHz
Cob V
CB=10V, IE=0, f=100kHz (PNP types) 500 pF
Cob V
CB=10V, IE=0, f=100kHz (NPN types) 300 pF
2N6050 2N6051 2N6052 PNP
2N6057 2N6058 2N6059 NPN
COMPLEMENTARY SILICON
DARLINGTON POWER
TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N6050, 2N6057
series types are complementary silicon Darlington
power transistors, manufactured by the epitaxial base
process, designed for high gain amplifier and switching
applications.
MARKING: FULL PART NUMBER
TO-3 CASE
R1 (18-September 2012)
www.centralsemi.com