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)
MPSA42 / MMBTA42 / PZTA42
Electrical Characteristics TA = 25°C unless otherwise noted
OFF CHARACTERISTICS
Symbol Parameter Test Condition s Min Max Un its
V(BR)CEO Collector-Emitter Breakdown Voltage* IC = 1.0 m A , I B = 0 300 V
V(BR)CBO Col lec t or -B ase Breakd ow n Volt ag e IC = 1 00 µA, IE = 0 300 V
V(BR)EBO Em it ter - Bas e B r e akdown Voltage IE = 1 00 µA, I C = 0 6.0 V
ICBO Collector-Cutoff Current VCB = 2 00 V, IE = 0 0.1 µA
IEBO Em it ter - Cutoff Current VEB = 6.0 V, IC = 0 0.1 µA
SMALL SIGNAL CHARACTERISTICS
ON CHARACTERISTICS*
hFE DC Cu r rent G ain IC = 1.0 m A, VCE = 1 0 V
IC = 1 0 mA, VCE = 1 0 V
IC = 3 0 mA, VCE = 1 0 V
25
40
40
VCE(sat)Co l lector-E mitter Sa turation Vo ltage IC = 20 mA, IB = 2.0 mA 0.5 V
VBE(sat)Base-Emitter Satur ation Voltage IC = 2 0 mA, IB = 2.0 mA 0.9 V
*Pulse Test: Pulse Width ≤ 300 µs, Duty Cycle ≤ 2.0%
Spice Model
NPN (Is=34.9f Xti=3 Eg=1.11 Vaf=100 Bf=2.65K Ne=1.708 Ise=16.32p Ikf=23.79m Xtb=1.5 Br=9.769 Nc=2
Isc=0 Ikr=0 Rc=7 Cjc=14.23p Mjc=.5489 Vjc=.75 Fc=.5 Cje=49.62p Mje=.4136 Vje=.75 Tr=934.3p Tf=1.69n
Itf=5 Vtf=20 Xtf=150 Rb=10)
fTCurre nt Ga in - Ba ndwidth Product IC = 10 mA, VCE = 2 0 V,
f = 100 MH z 50 MHz
Ccb Collector-Base Capacitance VCB = 2 0 V, IE = 0, f = 1.0 MHz 3.0 pF
NPN High Voltage Amplifier
(continued)
Typical Characteristics
DC Cu rren t Gain
vs Collect or Current
0.1 1 10 100
20
40
60
80
100
120
140
I - COLLECTOR CURRENT (mA)
h - DC CURRENT GAIN
FE
- 40 ºC
25 ° C
C
V = 5 V
CE
125 °C
Collector-Emitter Saturation
Voltage vs Col lector Current
0.1 1 10 100
0.05
0.1
0.15
0.2
0.25
0.3
I - COL L ECT OR CURR ENT (mA)
V - C OLLEC TOR-E MITTER V OLTAGE (V)
CESAT
C
ββ= 10
- 40 ºC
25 °C
125 °C