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2
Trench Schottky Diodes
Product availability should never be a question,
particularly when you have a production schedule to
keep. This is the case for many diodes available through
Surge Components, including Trench Schottky Diodes.
These diodes offer a reduction in forward voltage drop
(V
F
) and a significant improvement in reverse leakage
current compared with a comparable conventional planar
device. They also provide a factor-of-two improvement in
reverse energy absorption capability, while maintaining
equivalent switching characteristics. That means the new
Trench Schottky Diodes can now be rated at a higher
maximum junction temperature (T
jmax
) of 150°C.
Reduced Forward Voltage Drop
Significant Improvement in Reverse Leakage Current
2X Improvement in Reverse Energy Absorption
Rated at Maximum Junction Temperature of 150°C
Ideal as Rectifiers, Freewheel Diodes or Blocking
Diodes n DC/DC Converters and AC/DC Adapters.
© All