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LESHAN RADIO COMP ANY , LTD.
36A–2/2
1N4933G-1N4937G
GPP
RATING & CHARACTERISTIC CURVES OF FAST GPP DIODE
SET TIME BASE
FOR 50/100ns/cm
FIG.1-REVERSE RECOVERY TIME CHARACTERISTIC AND TEST CIRCUIT DIAGRAM
Trr
IFM
IRM(REC)
i(t) di/dt=50A/ µs
1cm
A TEKTRONIX 545A.K PLUG IN PRE AMP
P6000 PROBE OR EQUIVALENT
R1 ADJUSTED FOR 1.4 Ω¸ BETWEEN
POINT 2 OF RELAY AND RECTIFIER
INDUCTIVE =38µH
1.0Adc FROM
CONSTANT
VOLTAGE SUPPLY
RIPPLE=3mVrms MAX
115Va 10K
60Hz 2W
1
7
6
8
5
3
2
C.P.CLARE
HPG1002
30Ω¸50W
NON INDUCTIVE
30Vdc
CONSTANT VOLTAGE
SUPPLY
3Ω¸25W
1 AMP
SLO BLO
FUSE
C1
I.0µF
300V
UNIT
UNDER TEST
R2
1Ω¸
10W
NON
INSUCTIVE
Zout 1.5Ω¸ MAX
DC to 2KHz
R2 TEN 1W 10Ω¸% CARBON CORE
IN PARALLEL
+10
TA 25 O ºC FOR RECTIFIER
MINIMIZE ALL LEAS LENGTHS
4
Resistive or
Inductive Load
0.375”(9.5mm)
Lead lengths
FIG. 2 - TYPICAL FORWARD
CURRENT DERATING CURVE
AMBIENT TEMPER ATURE, (ºC)
AVERAGE FORWARD CURRENT,(A)
0 25 50 75 100 125 150 175
0.5
0.4
0.3
0.2
0.1
0
INSTANTANEOUS FORWARD CURRENT,(A)
INSTANTANEOUS FORWARD VOLTAGE,(V)
.6 .8 1.0 1.2 1.4 1.6 1.8 2.0
TJ =25ºC
Pulse Width =300µs
2% Duty Cycle
FIG.3-TYPICAL FORWARD CHARACTERISTICS
10
1
.1
.01
CAPACITANCE,(pF)
10
5
1
FIG.4-TYPICAL JUNCTION CAPACITANCE
1 5 10 50 100
REVERSE VOLTAGE,(V)
TJ = 25ºC
INSTANTANEOUS REVERSE CURRENT (µA)
20
10
1
.1
.01
TJ =125ºC
FIG.5-TYPICAL REVERSE CHARACTERISTICS
TJ =75ºC
PERCENT OF RATED PEAK REVERSE VOLTAGE,(%)
0 20 40 60 80 100 120 140
TJ =25ºC