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BFT92W Datasheet(PDF) 3 Page - NXP Semiconductors

Part # BFT92W
Description  PNP 4 GHz wideband transistor
PDF  12 Pages
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Manufacturer  PHILIPS [NXP Semiconductors]
Direct Link  http://www.nxp.com
Logo PHILIPS - NXP Semiconductors

BFT92W Datasheet(HTML) 3 Page - NXP Semiconductors

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May 1994
3
Philips Semiconductors
Product specification
PNP 4 GHz wideband transistor
BFT92W
LIMITING VALUES
In accordance with the Absolute Maximum Rating System (IEC 134).
THERMAL CHARACTERISTICS
Note to the “Limiting values” and “Thermal characteristics”
1. Ts is the temperature at the soldering point of the collector pin.
CHARACTERISTICS
Tj =25 °C (unless otherwise specified).
Note
1. GUM is the maximum unilateral power gain, assuming s12 is zero.
SYMBOL
PARAMETER
CONDITIONS
MIN.
MAX.
UNIT
VCBO
collector-base voltage
open emitter
−−20
V
VCEO
collector-emitter voltage
open base
−−15
V
VEBO
emitter-base voltage
open collector
−−2V
IC
collector current (DC)
−−25
mA
Ptot
total power dissipation
up to Ts =93 °C; note 1
−
300
mW
Tstg
storage temperature
−65
+150
°C
Tj
junction temperature
−
150
°C
SYMBOL
PARAMETER
CONDITIONS
VALUE
UNIT
Rth j-s
thermal resistance from junction to soldering point
up to Ts =93 °C; note 1
190
K/W
SYMBOL
PARAMETER
CONDITIONS
MIN.
TYP.
MAX.
UNIT
ICBO
collector cut-off current
IE = 0; VCB = −10 V
−−−50
nA
hFE
DC current gain
IC = −15 mA; VCE = −10 V
20
50
−
fT
transition frequency
IC = −15 mA; VCE = −10 V;
f = 500 MHz; Tamb =25 °C
−
4
−
GHz
Cc
collector capacitance
IE =ie = 0; VCB = −10 V;
f = 1 MHz
−
0.65
−
pF
Ce
emitter capacitance
IC =ic = 0; VEB = −0.5 V;
f = 1 MHz
−
0.75
−
pF
Cre
feedback capacitance
IC = 0; VCB = −10 V;
f = 1 MHz
−
0.5
−
pF
GUM
maximum unilateral power gain;
note 1
IC = −15 mA; VCE = −10 V;
f = 500 MHz; Tamb =25 °C
−
17
−
dB
IC = −15 mA; VCE = −10 V;
f = 1 GHz; Tamb =25 °C
−
11
−
dB
F
noise figure
Γs = Γopt; IC = −5 mA;
VCE = −10 V; f = 500 MHz
−
2.5
−
dB
Γs = Γopt; IC = −5 mA;
VCE = −10 V; f = 1 GHz
−
3
−
dB
G
UM
10
s
21
2
1s
11
2
–
() 1s
22
2
–
()
------------------------------------------------------------ dB.
log
=



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