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Small Signal Transistors
TO-18 Case (Continued)
www.centralsemi.com
TYPE NO. DESCRIPTION BVCBO BVCEO BVEBO I
CBO @ VCB
hFE @ IC @ VCE
VCE(SAT) @ I C C
ob f
T NF ton t
off
(V) (V) (V) (mA) (V) (mA) (V) (V) (mA) (pF) (MHz) (dB) (ns) (ns)
MIN MIN MIN MAX MIN MAX MAX MAX MIN MAX MAX MAX
2N2896 NPN AMPL/SWITCH 140 90 7.0 0.01 60 60 200 150 10 0.6 150 15 120 - - - - - -
2N2897 NPN AMPL/SWITCH 60 45 7.0 0.05 60 50 200 150 10 1.0 150 15 100 - - - - - -
2N2906 PNP AMPL/SWITCH 60 60 5.0 0.01 50 40 120 150 10 0.4 150 8.0 200 - - - - 100
2N2906A PNP AMPL/SWITCH 60 60 5.0 0.01 50 40 120 150 10 0.4 150 8.0 200 - - - - 100
2N2907 PNP AMPL/SWITCH 60 60 5.0 0.01 50 100 300 150 10 0.4 150 8.0 200 - - - - 100
2N2907A PNP AMPL/SWITCH 60 60 5.0 0.01 50 100 300 150 10 0.4 150 8.0 200 - - - - 100
2N2952 NPN AMPL/SWITCH 60 20 5.0 0.1 50 20 - - 150 10 0.5 150 8.0 200 - - - - - -
2N3009 NPN SAT SWITCH 40 15 4.0 0.5* 20 30 120 30 0.4 0.5 300 5.0 350 - - 15 25
2N3011 NPN SAT SWITCH 30 12 5.0 0.4* 20 30 120 10 0.35 0.5 100 4.0 400 - - 15 20
2N3012 PNP SAT SWITCH 12 12 4.0 0.08* 6.0 30 120 30 0.5 0.2 30 6.0 400 - - 60 75
2N3013 NPN SAT SWITCH 40 15 5.0 0.3* 20 30 120 30 0.4 0.5 300 5.0 350 - - 15 25
2N3014 NPN SAT SWITCH 40 20 5.0 0.3* 20 30 120 30 0.4 0.35 100 5.0 350 - - 16 25
2N3073 PNP AMPL/SWITCH 60 60 4.0 0.01* 30 30 130 50 1.0 0.25 50 10 130 - - 40 100
2N3115 NPN AMPL/SWITCH 20 20 5.0 - - - - 40 120 150 10 0.5 150 8.0 250 - - - - - -
2N3116 NPN AMPL/SWITCH 20 20 5.0 - - - - 100 300 150 10 0.5 150 8.0 250 - - - - - -
2N3117 NPN AMPL/SWITCH 60 60 6.0 10nA 45 250 500 0.01 10 0.35 1.0 4.5 60 - - - - - -
2N3121 PNP AMPL/SWITCH 45 45 4.0 0.01 30 30 - - 150 10 0.5 150 10 130 - - - - - -
2N3135 PNP AMPL/SWITCH 50 35 4.0 0.05 30 40 - - 150 10 0.5 150 10 200 - - - - - -
2N3136 PNP AMPL/SWITCH 50 35 4.0 0.05 30 100 300 150 10 0.6 150 10 200 - - - - - -
2N3209 PNP SAT SWITCH 20 20 4.0 0.08 10 25 - - 10 0.3 0.15 10 5.0 400 - - 60 90
2N3210 NPN SAT SWITCH 40 15 5.0 - - - - 30 120 10 5.0 0.5 100 4.0 400 - - 15 20
2N3241A NPN AMPL/SWITCH 30 25 7.5 100 25 100 200 10 10 0.25 200 20 50 10 - - - -
2N3242A NPN AMPL/SWITCH 40 40 8.0 10 25 125 300 10 10 0.3 300 20 50 6.0 - - - -
2N3246 NPN LOW NOISE 60 40 10 0.10 40 400 - - 1.0 5.0 0.5 5.0 5.0 60 2.0 - - - -
2N3248 PNP SAT SWITCH 15 12 5.0 0.05 10 50 150 10 1.0 0.125 10 8.0 250 - - 15 20
2N3249 PNP SAT SWITCH 15 12 5.0 0.05** 10 100 300 0.1 1.0 0.25 50 8.0 300 - - 90 100
2N3250A PNP AMPL/SWITCH 60 60 5.0 0.02 40 50 150 10 1.0 0.25 10 6.0 250 - - 35 50
2N3251A PNP AMPL/SWITCH 60 60 5.0 0.02 40 100 300 10 1.0 0.25 10 6.0 300 - - 35 50
2N3301 NPN AMPL/SWITCH 60 30 5.0 0.01 50 40 120 150 10 0.22 150 8.0 250 - - - - - -
2N3302 NPN AMPL/SWITCH 60 30 5.0 0.01 50 100 300 150 10 0.22 150 8.0 250 - - - - - -
2N3496 PNP AMPL/SWITCH 80 80 4.0 0.1 50 40 - - 10 10 0.3 10 7.0 200 - - - - - -
2N3497 PNP AMPL/SWITCH 120 120 4.0 0.1 90 40 - - 10 10 0.35 10 6.0 150 - - - - - -
2N3504 PNP AMPL/SWITCH 45 45 5.0 - - - - 100 300 150 10 0.25 50 8.0 200 - - - - - -
2N3505 PNP AMPL/SWITCH 60 60 5.0 0.01 30 100 300 150 10 0.4 150 8.0 200 - - - - - -
2N3545 PNP SAT SWITCH 20 20 5.0 - - - - 40 120 10 1.0 0.5 100 8.0 250 - - 60 90
2N3546 PNP SAT SWITCH 15 12 4.5 0.01 10 30 120 10 1.0 0.5 100 6.0 700 - - 40 30
2N3547 PNP LOW NOISE 60 60 6.0 0.025 45 100 500 1.0 5.0 1.0 10 8.0 45 5.0 - - - -
2N3548 PNP LOW NOISE 60 45 6.0 0.01 45 100 300 0.01 5.0 1.0 10 8.0 60 4.0 - - - -
2N3549 PNP LOW NOISE 60 60 6.0 0.01 45 100 500 0.01 5.0 1.0 10 8.0 60 4.0 - - - -
2N3550 PNP LOW NOISE 60 45 8.0 0.01 45 200 600 0.01 5.0 0.5 5.0 8.0 60 4.0 - - - -
*ICES
**ICEV
(15-August 2013)