Follow The Lee Company
This stainless steel safety screen filter is designed to protect critical fluid control components against rogue contamination. Specifically designed for easy installation into plastic housings and fittings, the filter utilizes a unique press-in design to ensure retention. The filter’s woven wire mesh is bonded together using a proprietary process that offers superior integrity and product life. This last chance filter is available in a range of micron ratings from 4 to 40 microns.
| Characteristic | Specification |
|---|---|
| Screen Type | Woven Wire Mesh |
| Flow Direction | Bidirectional Flow |
| Installation Hole Drawing Number | 1INST038217S |
| Maximum Working Pressure | Dependent on Housing Material, Configuration, and Operating Conditions |
| COMPONENT | MATERIAL |
|---|---|
| Body | 303 Stainless Steel |
| Screen | 316 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 |
|---|---|
| CCRT0029354S | 2.5 mm Press-In Screen 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.
Your download has started.
We’re always ready to be your engineering partner. Fill out this form below so we can provide the solution you need.
We have received your inquiry and a member of our team will be in contact shortly to provide more information. Thank you for contacting The Lee Company!
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.
