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2N5114
2N5115
2N5116
SILICON
P-CHANNEL JFETS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N5114, 2N5115,
and 2N5116 are silicon P-Channel JFETs designed for
switching applications.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TA=25°C) SYMBOL UNITS
Gate-Drain Voltage VGD 30 V
Gate-Source Voltage VGS 30 V
Gate Current IG 50 mA
Power Dissipation PD 500 mW
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
ELECTRICAL CHARACTERISTICS: (TA=25°C unless otherwise noted)
2N5114 2N5115 2N5116
SYMBOL TEST CONDITIONS MIN MAX MIN MAX MIN MAX UNITS
IGSS V
GS=20V - 500 - 500 - 500 pA
IGSS V
GS=20V, TA=150°C - 1.0 - 1.0 - 1.0 A
IDSS V
DS=18V 30 90 - - - - mA
IDSS V
DS=15V - - 15 60 5.0 25 mA
ID(OFF) V
DS=15V, VGS=12V - 500 - - - - pA
ID(OFF) V
DS=15V, VGS=7.0V - - - 500 - - pA
ID(OFF) V
DS=15V, VGS=5.0V - - - - - 500 pA
ID(OFF) V
DS=15V, VGS=12V, TA=150°C - 1.0 - - - - A
ID(OFF) V
DS=15V, VGS=7.0V, TA=150°C - - - 1.0 - - A
ID(OFF) V
DS=15V, VGS=5.0V, TA=150°C - - - - - 1.0 A
BVGSS I
G=1.0µA 30 - 30 - 30 - V
VGS(OFF) V
DS=15V, ID=1.0nA 5.0 10 3.0 6.0 1.0 4.0 V
VGS(f) I
G=1.0mA - 1.0 - 1.0 - 1.0 V
VDS(ON) I
D=15mA - 1.3 - - - - V
VDS(ON) I
D=7.0mA - - - 0.8 - - V
VDS(ON) I
D=3.0mA - - - - - 0.6 V
rDS(ON) I
D=1.0mA, VGS=0 - 75 - 100 - 150
rds(ON) V
GS=0, ID=0, f=1.0kHz - 75 - 100 - 150
Ciss V
DS=15V, VGS=0, f=1.0MHz - 25 - 25 - 25 pF
Crss V
GS=12V, VDS=0, f=1.0MHz - 7.0 - - - - pF
Crss V
GS=7.0V, VDS=0, f=1.0MHz - - - 7.0 - - pF
Crss V
GS=5.0V, VDS=0, f=1.0MHz - - - - - 7.0 pF
TO-18 CASE
R1 (4-March 2014)
www.centralsemi.com