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2N3866
2N3866A
NPN SILICON
HIGH FREQUENCY TRANSISTOR
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N3866 and
2N3866A are Silicon NPN RF Transistors, mounted
in a hermetically sealed package, designed for high
frequency amplifier and oscillator applications.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TA=25°C unless otherwise noted)
SYMBOL UNITS
Collector-Base Voltage VCBO 55 V
Collector-Emitter Voltage VCEO 30 V
Emitter-Base Voltage VEBO 3.5 V
Continuous Collector Current IC 0.4 A
Continuous Base Current IB 2.0 A
Power Dissipation (TC=25°C) PD 5.0 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance ΘJC 35 °C/W
ELECTRICAL CHARACTERISTICS: (TA=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICEO V
CE=28V 20 μA
ICEV V
CE=55V, VBE(OFF)=1.5V 0.1 mA
ICEV V
CE=30V, VBE(OFF)=1.5V, TC=200°C 5.0 mA
IEBO V
EB=3.5V 0.1 mA
BVCER I
C=5.0mA, RBE=10Ω 55 V
BVCBO I
C=500μA 55 V
BVCEO I
C=5.0mA 30 V
BVEBO I
E=100μA 3.5 V
VCE(SAT) I
C=100mA, IB=20mA 1.0 V
hFE V
CE=5.0V, IC=50mA (2N3866) 10 200
hFE V
CE=5.0V, IC=50mA (2N3866A) 25 200
hFE V
CE=5.0V, IC=360mA 5.0
fT V
CE=15V, IC=50mA, f=200MHz (2N3866) 500 MHz
fT V
CE=15V, IC=50mA, f=200MHz (2N3866A) 800 MHz
Cob V
CB=28V, IE=0, f=1.0MHz 3.0 pF
GPE V
CC=28V, Pout=1.0W, f=400MHz (Figure 1) 10 dB
η V
CC=28V, Pout=1.0W, f=400MHz (Figure 1) 45 %
TO-39 CASE
R2 (15-September 2010)
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