Elastic-plastic work-hardening deformation under combined bending and torsion and residual stresses in helical springs
Source abstract
Abstract
Residual stress plays an important role with respect to the operating performance of helical springs. Its effect on the different properties of a material (fatigue, fracture, corrosion, friction, wear, etc.) can be considerable. In the modern design of springs, residual stress has therefore to be taken into account. In the present article, the mathe-matical theory of residual stresses and strains in helical springs is introduced. The theory of residual stresses in helical springs allows calculating the stresses on all steps of manufacturing process, particularly during the coiling and preset-ting.
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Research context
OpenAlex topics: Mechanical Engineering and Vibrations Research · Mechanical Systems and Engineering · Material Properties and Applications
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References (19)
Show source-provided references
1. Residual stresses in science and technology, Eds. Macherauch E., Hauk V. DGM, Germany, 1986
2. Residual stresses, Eds Noyan I.C., Cohen J.B. Sprin-ger-Verlag, Stuttgart, 198710.1007/978-1-4613-9570-6 ↗
3. Manual on Design and Application of Helical and Spiral Springs SAE HS-795, SAE International, Warrendale, PA, 1997
4. Wahl A.M. Mechanical Springs, McGraw-Hill, New York, 1963
5. Matejicek J., Brand P.C., Drews A.R., Krause A., Lowe-Ma C. Residual stresses in cold-coiled helical compression springs for automotive suspensions measured by neutron diffraction. Materials Science and Engineering A 367, 306–311, 200410.1016/j.msea.2003.10.322 ↗
6. Freudenthal A.M., Geiringer H. The mathematical theories for inelastic continuum, In: Encyclopedia of Physics, Ed. S. Flügge, VI, 195810.1007/978-3-662-43081-1_3 ↗
7. Love A.E.H. A Treatise On The Mathematical The-ory Of Elasticity, Dover Publications, 1927
8. Handelman, G. H.: A variational principle for a state of combined plastic stress. Quart. Appl. Math. 1 351-353, 194410.1090/qam/10118 ↗
9. Hill R., Siebel M. P. L.: On the Plastic Distortion of Solid Bars by Combined Bending And Twisting, Journal Of The Mechanics And Physics Of Solids, 1 207-214, 195310.1016/0022-5096(53)90038-6 ↗
10. Steele M. C.: The Plastic Bending And Twisting of Square Section Members, Journal of the Mechanics And Physics Of Solids, 8. 188-166, 1954
11. Gaydon F.A.: On the Combined Torsion and Ten-sion of a Partly Plastic Circular Cylinder, Quart. Journal. Mech. And Applied Math., V, 1, 29-41, 195210.1093/qjmam/5.1.29 ↗
12. Gaydon F.A., Nuttal H.: On the Combined Bending and Twisting of Beams of Various Sections. Journal of the Mechanics and Physics of Solids, 6, 17 – 26, 195710.1016/0022-5096(57)90043-1 ↗
13. Sankaranarayanan, R., Hodge,P. G.: On the Use of Linearized Yield Conditions for Combined Stresses in Beams, Journal of the Mechanics and Physics of Solids, 7 , 22-36, 195810.1016/0022-5096(58)90036-X ↗
14. Imegwu E. O.: Plastic Flexure and Torsion, Journal Of The Mechanics And Physics Of Solids, 8, 111-146, 196010.1016/0022-5096(60)90018-1 ↗
15. Ishikawa H.: Elasto-Plastic Stress Analysis of Pris-matic Bar under Combined Bending and Torsion, ZAMM 68 , 17 –30, 197310.1002/zamm.19730530104 ↗
16. Ali A. R. M.: Plastic Deformation and Springback of Pre-loaded Rod under Subsequent Torsion, IE (I) Journal. MC, 6 , 26-30, 2005
17. Życzkowski M.: Combined Loadings in the Theory of Plasticity, Springer , 1981
18. Eisenhart L.P. An Introduction to Differential Geometry. Princeton University Press, Princeton, 1940
19. Matejicek J., Brand P.C., Drews A.R., Krause A., Lowe-Ma C., Residual stresses in cold-coiled helical compression springs for automotive suspensions measured by neutron diffraction. Materials Science and Engineering, A 367, 306–311, 200410.1016/j.msea.2003.10.322 ↗