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100
200
300
400
500
600
0.0
25 50
75
100 125 150 175
Fig.1 Forward Current Derating Curve
Total Power Dissipation (mW)
Ambient Temperature (°C)
Fig.3 Typical Instaneous Forward
Characteristics
Instaneous Forward Current (A)
0.2 0.4 0.6 1.2 1.40.0
0.01
0.1
1.0
Instaneous Forward Voltage (V)
T =25
J
°C
Fig.2 Typical Reverse Characteristics
0.01
0.1
1
100
20 40 60 80 100 12000
percent of Rated Peak Voltage (%)Reverse
Instaneous Current( A)Reverse μ
Fig.4 Typical Junction Capacitance
Junction Capacitance ( pF)
1.0 10 1000.1
1
10
100
Reverse Voltage (V)
T =25
J
°C
10
T =25
J
°C
T =150
J
°C
0.8 1.0 1.6
Parameter
Reverse BreakdownVoltage at I
R
=100μA
V
(BR)R
120 200 250 V
Units
Symbols
BAV19WS BAV20WS BAV21WS
V
F
V
at Rated DC Blocking Voltage
I
R
μA
5
pF
C
j
Typical Junction Capacitance
at V
R
=4V, f=1MHz
Maximum Reverse Recovery Time
ns
t
rr
50
ELECTRICAL CHARACTERISTICS (TA = 25°C unless otherwise noted )
Maximum Forward Voltage
Maximum DC Reverse Current at 100mA
at 200mA
Ta=25°C
Ta=150°C
1.00
1.25
0.1
100
BAV19WS Series
TYPICAL CHARACTERISTICS