This threadless, cartridge-style flow control valve is 5.5 mm in diameter and is designed for installation into metal manifolds. Functionally, a flow control valve is an orifice in parallel with a check valve in one component. The valve’s locking end uses the field-proven Lee Controlled Expansion Principle to provide secure retention without the need for threads, O-rings, or sealants. Featuring an all-stainless steel design with a high-quality metal seat, this valve offers metered flow, repeatable cracking pressures, and long life. It is 100% tested to ensure performance.
Characteristic | Specification |
---|---|
Free Flow Lohm Rate | 250 Lohms |
Metered Lohm Rate Tolerance | ± 15% |
Cracking Pressure | 40 ±30 kPa (6 ±4.4 psid) |
Cracking Pressure Definition | Is the uprun pressure at which the valve will flow more than 50 SCCM of air |
Maximum Working Pressure, Checked Direction | 280 Bar |
Maximum Working Pressure Differential, Flow Direction | 40 Bar |
Installation Force | 625 kgf (max.) |
COMPONENT | MATERIAL |
---|---|
Body | 303 Stainless Steel |
Cage | 305 Stainless Steel |
Pin | 416 Stainless Steel |
Spring | 302 Stainless Steel |
Ball | 440C Stainless Steel |
This table below contains the part numbers and technical specifications for this product. If you have specific questions, need a quote, or would like to request a handbook or drawing, click the red request button in the column on the far right.
PART NUMBER | DESCRIPTION |
---|---|
CCRT0900120S | 558 Series Installation Tool |
From plugs to solenoid valves, there’s a vast array of products that The Lee Company can offer. If you’d like to discuss the best solution for your specific application or to learn more about our capabilities, use-cases, or quality standards, contact your local Lee sales engineer.
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The Lee Company has developed the Lohm Laws for defining and measuring resistance to fluid flow. The Lohm is defined such that 1 Lohm will flow 100 GPM of water with a pressure drop of 25 psi at a temperature of 80°F.
Always verify flow calculations by experiment.
*There are many parameters to consider when determining V-Factor. Click here for more information.