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1-855-564-2634
www.koganeiusa.com
PA / PB Series - Indirect Acting Solenoid Valves for Vacuum
This directional control valve series provides a flow rate up to 2.0Cv and allows users to switch from double solenoid to single solenoid. The
Selection Guide provides a summary of the 12 different PA / PB Series - Indirect Acting Solenoid Valves for Vacuum.
Improve the performance and reduce the size of your next generation machine. Koganei sets the standard for supplying innovative high-quality
solutions with unmatched reliability. Optimized designs, with a wide variety of styles and sizes, increase speed to market as well as provide
solutions for most applications. Expedite deliveries with product stocked in the USA.
KOGANEI is committed to your success from concept, to initial design, to final delivery and beyond.
5/2 Single External Pilot Vacuum
5/2 Single External Pilot Vacuum High Flow
5/2 Switchable Double External Pilot Vacuum
5/2 Switchable Double External Pilot Vacuum High Flow
5/3 Double Closed Center Vacuum
5/3 Double Closed Center Vacuum High Flow
PA / PB Series - Indirect Acting Solenoid Valves for Vacuum
Click Here for Access to Catalogs, CAD Drawings, Videos and More!
Port Sizes
metric
[imperial]
Inline, Single Subbase, Block
Manifold
Rc 1/4, Rc 3/8
[upon request]
5/2 Single External Pilot Vacuum
Inline, Single Subbase, Block
Manifold
Rc 1/4, Rc 3/8
[upon request]
5/2 Single External Pilot Vacuum
Inline, Single Subbase, Block
Manifold
Rc 1/4, Rc 3/8
[upon request]
5/2 Single External Pilot Vacuum
High Flow
Inline, Single Subbase, Block
Manifold
Rc 1/4, Rc 3/8
[upon request]
5/2 Single External Pilot Vacuum
High Flow
Inline, Single Subbase, Block
Manifold
Rc 1/4, Rc 3/8
[upon request]
5/2 Switchable Double External
Pilot Vacuum
Inline, Single Subbase, Block
Manifold
Rc 1/4, Rc 3/8
[upon request]
5/2 Switchable Double External
Pilot Vacuum
Focused on providing industry leading pneumatic, fluid handling, and electrical automation components and assemblies for the OEM market | Think KOGANEI
Vacuum Equipment | Valves