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)
Reverse Voltage - 20 to 60V
Forward Current - 5.0A
FEATURES
• Metal silicon junction, majority carrier conduction
• For surface mounted applications
• Low power loss, high efficiency
• High forward surge current capability
• For use in low voltage, high frequency inverters,
free wheeling, and polarity protection applications
Absolute Maximum Ratings and Electrical characteristics
Ratings at ambient temperature unless otherwise specified.Single phase, half wave, 60Hz resistive or inductive load,
for capacitive load, derate by 20 %
25 °C
PINNING
PIN
1
2
DESCRIPTION
Cathode
Anode
Simplified outline SMAF and symbol
1
2
MECHANICAL DATA
pprox. Weight:
• Case: SMAF
• Terminals: Solderable per MIL-STD-750, Method 2026
• A 27mg 0.00086oz
Maximum DC Blocking Voltage
Parameter
Maximum Repetitive Peak Reverse Voltage
Maximum RMS voltage
Maximum Average Forward Rectified Current
1)
Typical Junction Capacitance
40
V
28
V
V
5.0
-55 ~ +125
A
A
V
mA
pF
°C
Units
40
Peak Forward Surge Current,8.3ms
Single Half Sine-wave Superimposed
on Rated Load (JEDEC method)
Max Instantaneous Forward Voltage at 5 A
Maximum DC Reverse Current
at Rated DC Reverse Voltage
Operating Junction Temperature Range
SSL54F SSL56F
T = 25°C
a
T =100°C
a
V
RRM
V
RMS
V
DC
I
F(AV)
I
FSM
V
F
I
R
C
j
T
j
Symbols
T
stg
Storage Temperature Range
60
42
60
0.55
800
-55 ~ +150
°C
1.0
50
500
2)
55
Typical Thermal Resistance
R
θJA
°C/W
1)
Measured at 1MHz and applied reverse voltage of 4 V D.C.
2)
P.C.B. mounted with 0.2 X 0.2" (5 X 5 mm) copper pad areas.
150
0.45
http://www.trr-jx.com
version: 02
SSL54F THRU SSL56F
Surface Mount Low VF Schottky Rectifiers