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(SEE REVERSE SIDE)
R0
BF457
BF458
BF459
NPN SILICON
HIGH VOLTAGE POWER TRANSISTORS
JEDEC TO-126 CASE
DATA SHEE
DESCRIPTION: The CENTRAL SEMICONDUCTOR BF457 series types are silicon NPN plastic transistors manufactured
by the epitaxial planar process designed for horizontal driver, high voltage amplifier, and switching circuits.
MAXIMUM RATINGS (TA=25°C unless otherwise noted)
SYMBOL BF457 BF458 BF459 UNITS
Collector-Base Voltage VCBO 160 250 300 V
Collector-Emitter Voltage VCEO 160 250 300 V
Emitter-Base Voltage VEBO 5.0 V
Collector Current IC 100 mA
Peak Collector Current ICM 300 mA
Base Current IB 50 mA
Peak Base Current IBM 100 mA
Power Dissipation (TC=45°C) PD
10 W
Power Dissipation PD 1.2 W
Operating and Storage
Junction Temperature TJ,Tstg -65 to +150 °C
Thermal Resistance ΘJC 10 °C/W
Thermal Resistance ΘJA 104 °C/W
ELECTRICAL CHARACTERISTICS (TA=25°C unless otherwise noted)
BF457 BF458 BF459
SYMBOL TEST CONDITIONS MIN MAX MIN MAX MIN MAX UNITS
ICBO V
CB=100V 50 nA
ICBO V
CB=200V 50 nA
ICBO V
CB=250V 50 nA
IEBO V
EB=3.0V 50 50 50 nA
BVCBO I C=100µA 160 250 300 V
BVCEO I C=10mA 160 250 300 V
BVEBO IC=1.0mA 5.0 5.0 5.0 V
VCE(SAT) IC=30mA, IB=6.0mA 1.0 1.0 1.0 V
hFE V
CE=10V, IC=30mA 25 25 25
fT V
CE=10V, IC=15mA, f=100MHz 90 TYP 90 TYP 90 TYP MHz
Cob V
CB=30V, IE=0, f=1.0MHz 5.5 TYP 5.5 TYP 5.5 TYP pF
Cre V
CE=30V, IC=1.0mA, f=1.0MHz 4.2 TYP 4.2 TYP 4.2 TYP pF