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40HF(R) Series
7
Bulletin I20201 rev. A 09/98
www.irf.com
Fig. 11 - Forward Voltage Drop Characteristics
Fig. 9 - Maximum Non-Repetitive Surge Current Fig. 10 - Maximum Non-Repetitive Surge Current
100
150
200
250
300
350
400
450
500
550
1 10 100
P eak Half Sine Wav e F orwar d C urrent (A)
N um b er Of E q ua l Am p lit ud e Ha lf Cycle Cu rren t P u lse s (N )
I nitial T = T M ax .
@ 60 Hz 0.00 83 s
@ 50 Hz 0.01 00 s
A t Any Ra ted Lo ad Condition A nd Wit h
R ated V Applied Following Surge.
RRM
40HF( R ) S er ies
J J
100
150
200
250
300
350
400
450
500
550
600
0.01 0.1 1
P eak H alf Sin e Wave For war d C urrent (A)
P ulse Train Duration ( s )
Maximum Non Repe titive Surge C urrent
40H F(R ) S eri es
I n itial T = T Max.
No Voltag e Reappli ed
R at ed V Reap plied
V er s us Pulse Tra in Duration.
RRM
J
J
1
10
100
1000
00.511.522.533.544.55
T = 25°C
J
In stantaneous Forward C urrent (A)
Instantaneou s Forward Voltage (V)
T = T Max.
J J
4 0HF (R) Se ri es
Fig. 12 - Thermal Impedance ZthJC Characteristics
0.01
0.1
1
10
0.0001 0.001 0.01 0.1 1 10
S quar e Wave P ulse D uration (s)
Transient Thermal Impedance Z (K/W)
40HF (R ) S eries
thJC
S tea dy Stat e Va lue
R = 1.0 K/W
(D C O per ation)
thJC
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