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Reduce linemen time in the field with the
easy-to-install Type 3D-73P polymer bypass switch
Eaton’s Cooper PowerE
series 3D-73P bypass
switch is designed to
provide an economical
way for bypassing and
disconnecting pole-
mounted distribution-class
reclosers and regulators,
permitting maintenance
without disturbing
continuity of service.
Ease of installation
•
Three-phase switch:
The 3D-73P switch
consists of three D-73P3
hookstick operated, bypass
switches pre-mounted
on a fiberglass crossarm
simplifying installation
•
Fiberglass crossarm:
A durable and corrosion-
resistant fiberglass crossarm
acts as a robust base while
maintaining the lightweight
properties of the switch
•
Single-point lift: A single-point,
center of gravity lifting bracket
that allows the switch to be
lifted by one lifting eye is
available as an option
•
Polymer insulators: Reduce
switch weight by 40% over
porcelain equivalents
• Maintains mechanical
strength characteristics
• Easier to install than heavier
porcelain switches
Reliability
•
UltraSIL polymer insulators:
Provide more reliable and
durable insulating option
than porcelain
• Increased insulating
performance in highly
contaminated environments
• High level of safety,
flexibility and strength,
while not being susceptible
to breakages
•
High-strength blade: Better
able to endure short-circuit
current withstand and rough
operation
•
Current transfer path: Cooler
path reduces hot-spots and
potential failure points
•
Switch latching mechanism:
Designed to provide secure
and reliable close and open
Improved field operation
•
Blade spacers: Provide secure
force on contacts, allowing for
increased withstand and short-
circuit protection by creating
a consistent and efficient
current interchange without
requiring additional force to
operate the switch
•
Lower contact: Consistent
current interchange is
independent from hinge
•
Silver-plated copper blades:
Increased efficiency of
current transfer
•
Contact surfaces:
• 600 A ratings—silver-plated
blade and tin-plated copper
contacts
• 900 A ratings—silver-plated
blade and silver-plated
copper contacts
3D-73P polymer bypass switch
Three-phase switch