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2N6315 2N6316
MAXIMUM RATINGS: (TC=25°C) SYMBOL 2N6317 2N6318 UNITS
Collector-Base Voltage VCBO 60 80 V
Collector-Emitter Voltage VCEO 60 80 V
Emitter-Base Voltage VEBO 5.0 V
Continuous Collector Current IC 7.0 A
Peak Collector Current ICM 15 A
Continuous Base Current IB 2.0 A
Power Dissipation PD 90 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance JC 1.95 °C/W
ELECTRICAL CHARACTERISTICS: (TC=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICBO V
CB=Rated VCBO 0.25 mA
ICEV V
CE=Rated VCEO, VBE=1.5V 0.25 mA
ICEV V
CE=Rated VCEO, VBE=1.5V, TC=150°C 2.0 mA
ICEO V
CE=1/2 Rated VCEO 0.50 mA
IEBO V
EB=5.0V 1.0 mA
BVCEO I
C=100mA, (2N6315, 2N6317) 60 V
BVCEO I
C=100mA, (2N6316, 2N6318) 80 V
VCE(SAT) I
C=4.0A, IB=0.4A 1.0 V
VCE(SAT) I
C=7.0A, IB=1.75A 2.0 V
VBE(SAT) I
C=7.0A, IB=1.75A 2.5 V
VBE(ON) V
CE=4.0V, IC=2.5A 1.5 V
hFE V
CE=4.0V, IC=0.5A 35
hFE V
CE=4.0V, IC=2.5A 20 100
hFE V
CE=4.0V, IC=7.0A 4.0
hfe V
CE=4.0V, IC=500mA, f=1.0kHz 20
fT V
CE=10V, IC=250mA, f=1.0MHz 4.0 MHz
2N6315 2N6316 NPN
2N6317 2N6318 PNP
COMPLEMENTARY
SILICON POWER TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N6315 series
devices are complementary silicon power transistors,
mounted in a hermetically sealed metal case,
designed for general purpose amplifier and switching
applications.
MARKING: FULL PART NUMBER
TO-66 CASE
R3 (2-September 2014)
www.centralsemi.com