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)
SOT89 NPN SILICON PLANAR IBCX54
MEDIUM POWER TRANSISTORS
ISSUE 3- FEBRUARY 1996 0 m
PARTMARKING DETAILS: -C
BCX54 -BA BCX54-10 -BC BCX54- 16 -BD
BCX55 -BE BCX55-10 -BG BCX55- 16 -BM
BCX56 -BH BCX56-10 -BK BCX5616 -BL
\@ E
COMPLEMENTARY TYPES:- C
BCX54 -BCX51 BCX55 -BCX52 BCX56 -BCX53 I“B
1
ABSOLUTE MAXIMUM RATINGS.
IPARAMETER ISYMBOL IBCX54 IBCX55 IBCX56 IUNIT
L–- —–—-—-–—--—–-———— — — 4——– -4 –—- -–4—–-— --L-- -—4 --— --
~ollector-B ase Voltage
—- .———
[!”’E:to’-Emimervo’tag~
~rnitter-Base Voltage -1%9–1-- .--.5 ------- ._.l_. v
[~ak Pulse Current 1!!!– 12IA
.1.
Iconti,luous Collector Current Ilr I1IA
L---- –-.– -—--——---.–-–——— —c=—-~. ——.-–—.. —–-— .1
k.-- _.__15K!_ L.
ower Dissipation at Tamb=25° C1
Operating and Storage Temperature Range Ti:T,tg -65 to +150 ‘c I
ELECTRICAL CHARACTERISTICS (at Tamb =25°C unless otherwise stated).
)PARAMETER SYMBOL MIN. TYP.
t.. . ‘-”
Collector-Base Breakdown BCX54 V(BI,)CBO 45
Voltage BCX55 60
BCX56 100
CollectorEmitter BCX54 V, B,,)CEO 45
Breakdown Voltage BCX55 60
BCX56 80
Emitter-Base Breakdown Voltage V(BR}EBO 5
—. —.-—- -.-...—.—..—— —— —
Collector Cut-Off Current CB(I
k—
-f +F
——
Emitter Cut-Off Current
---- EB( —
Collector-Emitter Saturation Voltage VcE@ +
.... —,—— —
Base-Emitter Turn-On Voltage
,—. ‘Won) ~
Static Forward C(lrrent Transfer h~~ 25
Ratio 40
25
-10 63
-16 :100
r ‘+ —
Transition Frequency fT !150
T
MAX, UNIT
‘-T-
V
-—
v
4
v
01 -
VA
20 VA
20 nA
05 v
1,0 v
250 I
+-
160
250
MHz
●Measured under pulsed conditions. Pulse width= 300~s Duty cycle s2%
CONDITIONS,
Ic =IOOUA
Ic =lOmA’
IE=lOyA .—
VCB.30V
VCB=30V, Taw,b=150”C
Ic =500mA, IB =50mA*
————
Ic =500mA1~c. =2V*
—-—. —
Ic =5mA, VCE:.2V*
Ic =150mA, VCE=2V*
Ic =500mA, VCE=2V*
Ic =150mA, Vc. =2V’
Ic =150mA, Vc. =2V*
Ic =50mA, Vc~ =1OV,
f=100MHz
V,-.=1OV, f=l MHz
3-35