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LESHAN RADIO COMP ANY , LTD.
10A–2/2
FIG. 2 – TYPICAL FORWARD
CURRENT DERATING CURVE
AMBIENT TEMPER ATURE, (ºC)
+0.5A
0
-0.25A
-1.0A 1cm
Trr
NOTES:1.Rise Time=7ns max.
Input Impedance=1megohm.22pF.
2.Rise Time=10ns max.
Source Impedance=50 ohms.
(+)
PULSE
GENERATOR
(NOTE 2)
(-)
D.U.T.
OSCILLOSCOPE
(NOTE 1)
1Ω
NON.
INDUCTIVE
(+)
25Vdc
(APPROX)
(-)
50 Ω10 Ω
NONINDUCTIVE NONINDUCTIVE
FIG.1–TEST CIRCUIT DIAGRAM AND
REVERSE RECOVERY TIME CHARACTERISTIC
SET TIME
AVERAGE FORWARD CURRENT,(A)
BASE FOR 10 ns/cm
UF4001 – UF4007
RATING AND CHARACTERISTIC CURVES OF SUPER FAST DIODES
20 40 60 80 100 120 140 160
1.0
0.5
0
Single Phase
Half Wave 60Hz
Resistive or
Inductive Load
0.375”(9.5mm)
Lead Length
INSTANTANEOUS REVERSE CURRENT (µA)
PERCENT OF RATED PEAK REVERSE VOLTAGE, (%)
FIG. 3 – TYPICAL REVERSE
CHARACTERISTICS
FIG. 6 – TYPICAL JUNCTION CAPACITANCE
FIG. 5 – MAXINUM NON-REPETITIVE
FOWARD SURGE CURRENT
JUNCTION CAPACITANCE,(pF)
REVERSE VOLTAGE,(V)
PEAK FORWARD SURGE CURRENT,(A)
NUMBER OF CYCLES AT 60Hz
FIG. 4 – TYPICAL INSTANTANEOUS
FORWARD CHARACTERISTICS
INSTANTANEOUS FORWARD VOLTAGE,(V)
INSTANTANEOUS FORWARD CURRENT, (A)
0 20 40 60 80 100 120 140
100
10
1
.1
.01
TJ = 150ºC
TJ = 25ºC
TJ = 100ºC
10
1
.1
.01
.001
TJ=25ºC
Pulse Width=300µs
1% Duty Cycle
UF4005-UF4007
UF4001-UF4004
30
25
20
15
10
5
.4 .6 .8 1.0 1.2 1.4 1.6 1.8
100
10
1
8.3ms Single Half Sine-Wave
(JEDEC Method)
TA=55ºC
1 2 4 6 8 10 20 40 60 80100
UF4005-UF4007
UF4001-UF4007
TJ =25ºC
f =1MHz
Vsig =50mVp-p
.1 1 2 10 20 100