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2N3707 2N3710
2N3708 2N3711
2N3709
SILICON
NPN TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N3707 series
devices are silicon NPN transistors designed for
low level, low noise (2N3707), low level, high gain
(2N3708, 2N3709, 2N3710, 2N3711) applications.
Recommended PNP complementary series is 2N4058
thru 2N4062.
MARKING: FULL PART NUMBER
TO-92 CASE
MAXIMUM RATINGS: (TA=25°C) SYMBOL UNITS
Collector-Base Voltage VCBO 30 V
Collector-Emitter Voltage VCEO 30 V
Emitter-Base Voltage VEBO 6.0 V
Continuous Collector Current IC 200 mA
Power Dissipation PD 625 mW
Operating and Storage Junction Temperature TJ, Tstg -65 to +150 °C
ELECTRICAL CHARACTERISTICS: (TA=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICBO V
CB=20V 100 nA
IEBO V
EB=6.0V 100 nA
BVCEO I
C=1.0mA 30 V
VCE(SAT) I
C=10mA, IB=0.5mA 1.0 V
VBE(ON) V
CE=5.0V, IC=1.0mA 0.5 1.0 V
NF VCE=5.0V, IC=100μA, RG=10KΩ,
BW=15.7kHz (2N3707 only) 5.0 dB
2N3707 2N3708 2N3709 2N3710 2N3711
SYMBOL TEST CONDITIONS MIN MAX MIN MAX MIN MAX MIN MAX MIN MAX
hFE V
CE=5.0V, IC=100μA 100 400 - - - - - - - -
hFE V
CE=5.0V, IC=1.0mA - - 45 660 45 165 90 330 180 660
hfe V
CE=5.0V, IC=100μA, f=1.0kHz 100 550 - - - - - - - -
hfe V
CE=5.0V, IC=1.0mA, f=1.0kHz - - 45 800 45 250 90 450 180 800
R1 (13-March 2014)
www.centralsemi.com