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2N2918
DUAL SILICON
NPN TRANSISTOR DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N2918 is a Dual
Silicon NPN Transistor utilizing two individual chips
mounted in a hermetically sealed metal case designed
for differential amplifier applications.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TA=25°C) SYMBOL UNITS
Collector-Base Voltage VCBO 45 V
Collector-Emitter Voltage VCEO 45 V
Emitter-Base Voltage VEBO 6.0 V
Continuous Collector Current IC 30 mA
Power Dissipation (One Die) PD 300 mW
Power Dissipation (Both Dice) PD 500 mW
Power Dissipation (One Die, TC=25°C) PD 750 mW
Power Dissipation (Both Dice, TC=25°C) PD 1.5 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
ELECTRICAL CHARACTERISTICS: (TA=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICBO V
CB=45V 10 nA
ICEO V
CE=5.0V 2.0 nA
IEBO V
EB=5.0V 2.0 nA
BVCBO I
C=10μA 45 V
BVCEO I
C=10mA 45 V
BVEBO I
E=10μA 6.0 V
VCE(SAT) I
C=1.0mA, IB=0.1mA 0.35 V
VBE(ON) V
CE=5.0V, IC=100μA 0.70 V
hFE V
CE=5.0V, IC=10μA 150 600
hFE V
CE=5.0V, IC=10μA, TA=–55°C 30
hFE V
CE=5.0V, IC=100μA 225
hFE V
CE=5.0V, IC=1.0mA 300
fT V
CE=5.0V, IC=500μA, f=20MHz 60 MHz
Cob V
CB=5.0V, IE=0, f=140kHz 6.0 pF
NF VCE=5.0V, IC=10μA, RS=10kΩ,
f=1.0kHz, BW=200Hz 3.0 dB
hFE1/hFE2 V
CE=5.0V, IC=100μA 0.8 1.0
|VBE1-VBE2| V
CE=5.0V, IC=10μA 10 mV
|VBE1-VBE2| V
CE=5.0V, IC=100μA 5.0 mV
|VBE1-VBE2| V
CE=5.0V, IC=1.0mA 10 mV
Δ(VBE1-VBE2) VCE=5.0V, IC=100μA, TA=–55°C to +25°C 1.6 mV
Δ(VBE1-VBE2) VCE=5.0V, IC=100μA, TA=+25°C to +125°C 2.0 mV
TO-78 CASE
R1 (4-March 2011)
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