Torsion springs

Technical Data Mat EN 10270-3-1.4310 - type of material Wri Left - coiling direction d 0.4 mm Wire diameter Di 1.6 mm inner coil diameter Ditol 0.08 mm (+/-) tolerance of inner coil diameter Dd mm diameter of mandrel Ddmin 1 mm Min. possible mandrel diameter Ddmax 1.3 mm maximum possible mandrel diameter Lk0 1.2 mm length of spring body Ls 20 mm leg length LsH mm leg length of the lever leg LsR mm leg length of the recumbent leg alpha 0 degree leg position when relaxed alpha1 degree prestressed rotational angle alphah degree working rotational angle alphan 23.35 degree maximum

Scaled prices Technical Data Download datasheet CAD data Path-force calculation Scaled prices (Price group: J) Quantity Single price [EUR] 1 2.8200 EUR 7 2.1000 EUR 17 1.0300 EUR 37 0.7700 EUR 75 0.6200 EUR 125 0.4300 EUR 175 0.3713 EUR 250 0.3270 EUR 350 0.3102 EUR 450 0.2881 EUR Technical Data Formula symbols Value Unit Description Mat EN 10270-3-1.4310 - type of material alpha2 degree loaded rotational angle M2 Nmm torque by angle alpha2 F2 N loaded spring force Wri Left - coiling direction d 0.4 mm Wire diameter Di 1.6 mm inner coil diameter Ditol 0.08 mm (+/-) tolerance of inner coil diameter Dd mm diameter of mandrel Ddmin 1 mm Min. possible mandrel diameter Ddmax 1.3 mm maximum possible mandrel diameter Lk0 1.7 mm length of spring body Ls 20 mm leg length LsH mm leg length of the lever leg LsR mm leg length of the recumbent leg alpha 90 degree leg position when relaxed alpha1 degree prestressed rotational angle alphah degree working rotational angle alphan 37.95 degree maximum rotational angle M1 Nmm torque by angle alpha1 Mn 7.54 Nmm maximum torque Mntol 2.52 Nmm (+/-) Tolerance maximum torque F1 N prestressed spring force RH mm leverage nt 3.25 pc. total number of coils Gew 0.06 g weight of one spring PG J - price group

Scaled prices Technical Data Download datasheet CAD data Path-force calculation Scaled prices (Price group: J) Quantity Single price [EUR] 1 2.8200 EUR 7 2.1000 EUR 17 1.0300 EUR 37 0.7700 EUR 75 0.6200 EUR 125 0.4300 EUR 175 0.3713 EUR 250 0.3270 EUR 350 0.3102 EUR 450 0.2881 EUR Technical Data Formula symbols Value Unit Description Mat EN 10270-3-1.4310 - type of material alpha2 degree loaded rotational angle M2 Nmm torque by angle alpha2 F2 N loaded spring force Wri Right - coiling direction d 0.4 mm Wire diameter Di 1.6 mm inner coil diameter Ditol 0.08 mm (+/-) tolerance of inner coil diameter Dd mm diameter of mandrel Ddmin 1 mm Min. possible mandrel diameter Ddmax 1.3 mm maximum possible mandrel diameter Lk0 1.2 mm length of spring body Ls 20 mm leg length LsH mm leg length of the lever leg LsR mm leg length of the recumbent leg alpha 0 degree leg position when relaxed alpha1 degree prestressed rotational angle alphah degree working rotational angle alphan 23.35 degree maximum rotational angle M1 Nmm torque by angle alpha1 Mn 7.54 Nmm maximum torque Mntol 2.84 Nmm (+/-) Tolerance maximum torque F1 N prestressed spring force RH mm leverage nt 2 pc. total number of coils Gew 0.0522 g weight of one spring PG J - price group

Compression springs in 4536 spring sizes for fast delivery from stock made of normal steel EN 10270-1 and stainless steel EN 10270-3-1.4310 from Gutekunst. The compression springs are made of round spring steel wire in a cylindrical shape with a constant pitch and linear spring characteristic in quality grade 2 (medium tolerance range) according to DIN EN 15800. Simply select the right compression spring on www.Federnshop.com and order it directly from Gutekunst using the shopping cart. In addition to its catalog program, Gutekunst manufactures individual compression springs in every desired size and shape from 0.2 to 12.00 mm wire diameter from all common types of spring steel in small quantities and large series. In addition to the classic cylindrical compression spring design , with a linear spring characteristic , compression springs are also happy to be in special conical designs used with a progressive spring characteristic.