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2N6546
2N6547
NPN SILICON
POWER TRANSISTOR
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N6546, 2N6547
types are NPN Silicon Power Transistors designed for
high voltage, high current, applications.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TC=25°C unless otherwise noted)
SYMBOL 2N6546 2N6547 UNITS
Collector-Emitter Voltage VCEV 650 850 V
Collector-Emitter Voltage VCEX 350 450 V
Collector-Emitter Voltage VCEO 300 400 V
Emitter-Base Voltage VEBO 9.0 V
Continuous Collector Current IC 15 A
Peak Collector Current ICM 30 A
Continuous Emitter Current IE 25 A
Peak Emitter Current IEM 50 A
Continuous Base Current IB 10 A
Peak Base Current IBM 20 A
Power Dissipation PD 175 W
Power Dissipation, TC=100°C PD 100 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance JC 1.0 °C/W
ELECTRICAL CHARACTERISTICS: (TC=25°C unless otherwise noted)
2N6546 2N6547
SYMBOL TEST CONDITIONS MIN MAX MIN MAX UNITS
ICEV V
CE=Rated VCEV, VBE=1.5V - 1.0 - 1.0 mA
ICEV V
CE=Rated VCEV, VBE=1.5V, TC=100°C - 4.0 - 4.0 mA
ICER V
CE=Rated VCEV, RBE=50Ω, TC=100°C - 5.0 - 5.0 mA
IEBO V
EB=9.0V - 1.0 - 1.0 mA
BVCEX V
CL=Rated VCEX, IC=8.0A, TC=100°C 350 - 450 - V
BVCEX V
CL=Rated VCEO-100V, IC=15A, TC=100°C 200 - 300 - V
BVCEO I
C=100mA 300 - 400 - V
VCE(SAT) I
C=10A, IB=2.0A - 1.5 - 1.5 V
VCE(SAT) I
C=10A, IB=2.0A, TC=100°C - 2.5 - 2.5 V
VCE(SAT) I
C=15A, IB=3.0A - 5.0 - 5.0 V
VBE(SAT) I
C=10A, IB=2.0A - 1.6 - 1.6 V
VBE(SAT) I
C=10A, IB=2.0A, TC=100°C - 1.6 - 1.6 V
hFE V
CE=2.0V, IC=5.0A 12 60 12 60
hFE V
CE=2.0V, IC=10A 6.0 30 6.0 30
TO-3 CASE
R2 (12-December 2011)
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