| Part No. | Do (mm)i | d (mm)i | L0 (mm)i | L1 (mm)i | F1 (N)i | R (N/mm)i | Material | In stock | Price / pc Ex. VAT | |
|---|---|---|---|---|---|---|---|---|---|---|
| Loading springs… | ||||||||||
How to select an extension spring
Check the maximum outer diameter Do and measure the distance between the attachment points, both unloaded and in the working position.
Work out the travel from the free length L0 to the working length. The force is the initial tension F0 plus the spring rate R times the extension. Keep the working length below the test length L1.
Make sure the loops fit the mounting points and that the pull is as straight as possible. The transition between body and loops is the most stressed area, especially under frequent cycling.
Spring steel 1.1200 suits dry indoor applications. Stainless steel 1.4310 is recommended for humid or corrosive environments.
Spring steel 1.1200
High-strength spring steel wire for dry indoor environments. Not corrosion resistant without additional surface protection.
Stainless steel 1.4310
Stainless spring steel (X10CrNi18-8) with good corrosion resistance for most industrial applications and humid environments. Limited suitability for permanent contact with seawater or media with a high chloride content. May be slightly magnetic due to cold forming.
In the unloaded state the coils lie tightly together with a built-in initial tension F0. The spring only starts to extend once the applied force exceeds F0. Within the linear working range, the force is:
F = F0 + R × s
where s = L - L0 is the extension beyond the free length in mm. At the test length L1, F1 is therefore approximately F0 + R × (L1 - L0). Due to manufacturing tolerances, the calculated value may differ slightly from the stated F1.
The test length L1 is the defined length at which F1 is specified, not a recommended installation length. Only extend the spring beyond L1 after technical verification, as this can cause permanent deformation, loss of initial tension or damage to the loops.