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BAR42FILM / BAR43FILM
2/5
Table 4: Thermal Resistance
Table 5: Static Electrical Characteristics
Pulse test: * tp = 5 ms, δ < 2%
** tp = 380 µs, δ < 2%
Table 6: Dynamic Characteristics (Tj = 25°C)
Symbol Parameter Value Unit
Rth(j-a) Junction to ambient (*) 500 °C/W
(*) Mounted on epoxy board with recommended pad layout.
Symbol Parameter Tests conditions Min. Typ Max. Unit
VBR Breakdown voltage Tj = 25°C IR = 100µA 30 V
IR * Reverse leakage current Tj = 25°C VR = VRRM
500 nA
Tj = 100°C 100 µA
VF ** Forward voltage drop Tj = 25°C
BAR42 IF = 10mA 0.35 0.40
V
IF = 50mA 0.50 0.65
BAR43 IF = 2mA 0.26 0.33
IF = 15mA 0.45
ALL IF = 100mA 1
Symbol Parameter Tests conditions Min. Typ. Max. Unit
C Junction capacitance Tj = 25°C VR = 1V F = 1 MHz 7pF
trr Reverse recovery time IF = 10 mA IR = 10 mA
Tj = 25°C Irr = 1 mA RL = 100 Ω5ns
ηDetection efficiency CL = 300 pF F = 45 MHz
Tj = 25°C Vi = 2 V RL = 50 Ω80 %
Figure 1: Forward voltage drop versus forward
current (typical values, low level)
Figure 2: Forward voltage drop versus forward
current (typical values, high level)
0.00 0.05 0.10 0.15 0.20 0.25 0.30 0.35 0.40 0.45 0.50
0.00E+0
2.00E-3
4.00E-3
6.00E-3
8.00E-3
1.00E-2
1.20E-2
1.40E-2
1.60E-2
1.80E-2
2.00E-2
I (A)
FM
V (V)
FM
T =25°C
j
T =50°C
j
T =100°C
j
0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0 1.1
1E-3
1E-2
1E-1
5E-1
I (A)
FM
V (V)
FM
T =25°C
j
T =50°C
j
T =100°C
j