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THERMAL DATA
TO-3 TO-218 ISOWATT218
Rthj-case Thermal Resistance Junction-case Max 0.97 0.97 2.3 oC/W
ELECTRICAL CHARACTERISTICS (Tcase =25oC unlessotherwise specified)
Symbol Parameter Test Conditions Min. Typ. Max. Unit
ICEO Collector Cut-off
Current (IB=0) V
CE =300V
V
CE =300V T
j=125o
C100
0.5 µA
mA
IEBO Emitter Cut-off Current
(IC=0) V
EB =5V 20 mA
V
CL∗Clamping Voltage IC= 100 mA 350 500 V
VCE(sat)∗Collector-Emitter
Saturation Voltage IC=8A I
B=100mA
I
C=10A I
B=250mA
I
C=12A I
B=300mA
1.8
1.8
2
V
V
V
VBE(sat)∗Base-Emitter
Saturation Voltage IC=8A I
B=100mA
I
C=10A I
B=250mA
I
C=12A I
B=300mA
2.2
2.5
2.7
V
V
V
hFE∗DC Current Gain IC=5A V
CE = 10 V 300
VFDiode Forward Voltage IF=10A 2.5 V
Functional Test
(see fig. 1) VCC =24V L=7mH 10 A
t
s
t
f
INDUCTIVE LOAD
Storage Time
Fall Time
(see fig. 3)
VCC =12V L=7mH
V
BE =0 R
BE =47Ω
V
clamp =300V I
C=7A
I
B=70mA
15
0.5 µs
µs
∗
Pulsed: Pulse duration = 300 µs, duty cycle 1.5 %
Safe Operating Area DC Current Gain
BU941Z/BU941ZP/BU941ZPFI
2/8