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0d4w/6Buh/9+Jv/AI7RRQAf8NHeMP8AoG6H/wB+Jv8A47R/w0d4w/6Buh/9+Jv/AI7RRQAn/DRvjD/oH6H/AN+Jf/jlFFFcU5y5nqUf/9k=)
LESHAN RADIO COMP ANY , LTD.
35A–2/2
BA157G-BA159G
GPP
RATING & CHARACTERISTIC CURVES OF FAST GPP DIODE
FIG. 2 – TYPICAL FORWARD
CURRENT DERATING CURVE
AMBIENT TEMPER ATURE, (ºC)
+0.5A
0
-0.25A
-1.0A SET TIME
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
BASE FOR 10 ns/cm
AVERAGE FORWARD CURRENT,(A)
1cm
0 25 50 75 100 125 150 175
1.0
0.8
0.6
0.4
0.2
0
IPK/IAV =π
Resistive or
Inductive Load
0.375”(9.5mm)
Lead lengths
INSTANTANEOUS FORWARD CURRENT,(A)
INSTANTANEOUS FORWARD VOLTAGE,(V)
024 6810121416
10
1
.1
.01
TJ =25ºC
Pulse Width=300µs
1% Duty Cycle
FIG.3 – TYPICAL INSTANTANEOUS FORWARD
CHARACTERISTICS
CAPACITANCE,(pF)
FIG.4 – TYPICAL JUNCTION CAPACITANCE
1 5 10 50 100
REVERSE VOLTAGE,(V)
TJ = 25 ºC
f =1MHz
Vsing =50MVp-p
100
10
1
PEAK FORWARD SURGE CURRENT. AMPERES
20
15
10
5
0
FIG.5 – MAXIMUM NON-REPETITIVE PEAK
FORWARD SURGE CURRENT
1 2 4 6 10 20 40 60 100
NUMBER OF CYCLES AT 60Hz
TJ =55ºC
8.3ms Single Halt Sine
Wave (JEDEC Method)