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2N6111 2N6109 2N6107
MAXIMUM RATINGS: (TC=25°C) SYMBOL 2N6288 2N6290 2N6292 UNITS
Collector-Base Voltage VCBO 40 60 80 V
Collector-Emitter Voltage VCEO 30 50 70 V
Emitter-Base Voltage VEBO 5.0 V
Continuous Collector Current IC 7.0 A
Peak Collector Current ICM 10 A
Continuous Base Current IB 3.0 A
Power Dissipation PD 40 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +150 °C
Thermal Resistance ΘJC 3.13 °C/W
ELECTRICAL CHARACTERISTICS: (TC=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICEV VCE=Rated VCEO, VEB=1.5V 100 μA
ICEV VCE=Rated VCEO, VEB=1.5V, TC=150°C 2.0 mA
ICEO V
CE=20V (2N6111, 2N6288) 1.0 mA
ICEO V
CE=40V (2N6109, 2N6290) 1.0 mA
ICEO VCE=60V (2N6107, 2N6292) 1.0 mA
IEBO V
EB=5.0V 1.0 mA
BVCEO I
C=100mA (2N6111, 2N6288) 30 V
BVCEO I
C=100mA (2N6109, 2N6290) 50 V
BVCEO I
C=100mA (2N6107, 2N6292) 70 V
VCE(SAT) I
C=7.0A, IB=3.0A 3.5 V
VBE(ON) V
CE=4.0V, IC=7.0A 3.0 V
hFE V
CE=4.0V, IC=2.0A (2N6107, 2N6292) 30 150
hFE V
CE=4.0V, IC=2.5A (2N6109, 2N6290) 30 150
hFE V
CE=4.0V, IC=3.0A (2N6111, 2N6288) 30 150
hFE V
CE=4.0V, IC=7.0A 2.3
hfe V
CE=4.0V, IC=0.5A, f=50kHz 20
fT V
CE=4.0V, IC=0.5A, f=1.0MHz 4.0 MHz
Cob V
CB=10V, IE=0, f=1.0MHz 250 pF
2N6107 2N6109 2N6111 PNP
2N6288 2N6290 2N6292 NPN
COMPLEMENTARY
SILICON POWER TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N6107, 2N6288
series types are complementary silicon power transistors,
manufactured by the epitaxial base process, designed
for general purpose power amplifier and switching
applications.
MARKING: FULL PART NUMBER
TO-220 CASE
R1 (10-April 2013)
www.centralsemi.com