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(SEE REVERSE SIDE)
R0
BD135
BD137
BD139
NPN SILICON TRANSISTORS
JEDEC TO-126 CASE
DATA SHEE
DESCRIPTION: The Central Semiconductor BD135, BD137, and BD139 types are NPN Silicon Epitaxial
Planar Transistors designed for audio amplifier and switching applications.
MAXIMUM RATINGS: (TC=25°C unless otherwise noted)
SYMBOL BD135 BD137 BD139 UNIT
Collector-Base Voltage VCBO 45 60 80 V
Collector-Emitter Voltage VCEO 45 60 80 V
Emitter-Base Voltage VEBO 5.0 V
Collector Current IC 1.5 A
Peak Collector Current ICM 3.0 A
Base Current IB 0.5 A
Power Dissipation PD 12.5 W
Power Dissipation (TA=25°C) PD 1.25 W
Operating and Storage
Junction Temperature TJ,Tstg -65 to +150 °C
Thermal Resistance ΘJC 10 °C/W
Thermal Resistance ΘJA 100 °C/W
ELECTRICAL CHARACTERISTICS (TC=25°C unless otherwise noted)
BD135 BD137 BD139
SYMBOL TEST CONDITIONS MIN MAX MIN MAX MIN MAX UNIT
ICBO V
CB=30V 100 100 100 nA
ICBO V
CB=30V, TC=125°C 10 10 10 µA
IEBO V
EB=5.0V 10 10 10 µA
BVCEO I
C=30mA 45 60 80 V
VCE(SAT) I
C=500mA, IB=50mA 0.5 0.5 0.5 V
VBE(ON) V
CE=2.0V, IC=500mA 1.0 1.0 1.0 V
hFE V
CE=2.0V, IC=5.0mA 25 25 25
hFE V
CE=2.0V, IC=150mA 40 250 40 160 40 160
hFE V
CE=2.0V, IC=500mA 25 25 25
BD135-6 BD135-10 BD135-16
BD137-6 BD137-10 BD137-16
BD139-6 BD139-10 BD139-16
SYMBOL TEST CONDITIONS MIN MAX MIN MAX MIN MAX
hFE V
CE=2.0V, IC=150mA 40 100 63 160 100 250