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LESHAN RADIO COMP ANY , LTD.
3A–2/2
1N5817-1N5819
SCHOTTKY DIODE RATING & CHARACTERISTIC CURVES
AVERAGE FORWARD CURRENT,(A)
FIG.1-FORWARD CURRENT DERATING CUR VE
LEAD TEMPERATURE, ( ºC )
0 20 40 60 80 100 120 140
1.00
.75
.50
.25
0
Resistive or inductive load
0.375’’(9.5mm)lead length
PEAK FORWARD SURGE CURRENT, (A)
NUMBER OF CYCLES A T 60Hz
1 2 4 6 8 10 20 40 60 80100
30
25
20
15
10
5
FIG.2 - MAXIMUM NON-REPETITIVE FOWARD
SURGE CURRENT
TJ=TJMAX.
8.3ms Single Half Sine-Wave
(JEDEC Method)
INSTANTANEOUS FORWARD CURRENT,(A)
INST ANT ANEOUS FOR WARD VOL T AGE,(V)
0 .2 .4 .6 .8 1 1.2 1.4 1.6
50
10
1
.1
.01
TJ=25 ºC
Pulse Width=300µs
1% Duty Cycle
FIG. 3 - TYPICAL INST ANTANEOUS FORW ARD
CHARACTERISTICS
TJ = 125 ºC
FIG. 5 - TYPICAL JUNCTION CAPACITANCE
JUNCTION CAPACITANCE, (pF)
REVERSE VOL T AGE, (V)
.1 1 10 100
TJ = 25 ºC
f = 1.0MHz
Vsing = 50mVp-p
FIG. 6 - TYPICAL TRANSIENT THERMAL IMPEDANCE
.01 .1 1 10 100
400
100
10
100
10
1
.1
TRANSIENT THERMAL IMPEDANCE,( ºC/W)
t , PULSE DURA TION , sec.
FIG. 4 - TYPICAL REVERSE CHARACTERISTICS
10
1.0
.1
.01
.001
INSTANTANEOUS REVERSE CURRENT, (µA)
0 20 40 60 80 100
PERCENT OF RA TED PEAK REVERSE VOL T AGE,(%)
TJ =125 ºC
TJ = 75 ºC
TJ = 25 ºC