Analytical behavior law for a constant pitch conical compression spring

Journal of Mechanical Design

Volumn 128, Issue 6, 2006, Pages 1352-1356

  Rodriguez, Emmanuel ^a   Paredes, Manuel ^a   Sartor, Marc ^a  

^a University of Toulouse Clement Ader Institute   (France)

Author keywords

Analytical models; Constant pitch conical spring; Fourth order polynomial; Nonlinear

Indexed keywords

COMPRESSION TESTING; DESIGN; LOADS (FORCES); MATHEMATICAL MODELS; OPTIMIZATION; POLYNOMIALS;

CONSTANT PITCH CONICAL SPRING; DISCRETIZING ALGORITHM; FOURTH ORDER POLYNOMIAL;

SPRINGS (COMPONENTS);

EID: 33845773984     PISSN: 10500472     EISSN: None     Source Type: Journal    
DOI: 10.1115/1.2338580     Document Type: Article

References (19)

1. Wahl, A. M., 1963, Mechanical Springs, McGraw-Hill, New York.
2. Ding, X., and Selig, J. M., 2004, "On the Compliance of Coiled Springs," Int. J. Mech. Sci., 46, pp. 703-727.
3. Chassie, G. G., Becker, L. E., and Cleghorn, W. L., 1997, "On the Buckling of Helical Springs Under Combined Compression and Torsion," Int. J. Mech. Sci., 39(6), pp. 697-704.
4. Becker, L. E., Chassie, G. G., and Cleghorn, W. L., 2002, "On the Natural Frequencies of Helical Compression Springs," Int. J. Mech. Sci., 44, pp. 825-841.
5. Jiang, W. G., and Henshall, J. L., 2000, "A Novel Finite Element Model for Helical Springs," Finite Elem. Anal. Design, 35, pp. 363-377.
6. Tudinov, M. T., 1999, "Maximum Principal Tensile Stress and Fatigue Crack Origin for Compression Springs," Int. J. Mech. Sci., 41, pp. 357-370.
7. IST, 1980-2005, "Essential Spring Design Training Course," Handbook, The Institute of Spring Technology, Sheffield, United Kingdom.
8. Wolansky, E. B., 1995, "Fundamental Frequency," Springs, 34, pp. 61-66.
9. Yildirim, V., 2002, "Expressions for Predicting Fundamental Natural Frequencies of Non-Cylindrical Helical Springs," J. Sound Vib., 252(3), pp. 479-491.
10. Yildirim, V., 2004, "A Parametric Study on Natural Frequencies of Unidirectional Composite Conical Spring," Commun. Numer. Methods Eng., 20, pp. 207-227.
11. Wolansky, E. B., 1996, "Conical Spring Buckling Deflection," Springs, 35, pp. 63-68.
12. Wolansky, E. B., 2001, "Lateral Loading of Conical Springs," Springs, 40, pp. 95-98.
13. Rodriguez, E., and Paredes, M., 2005, "Ends Effect on Conical Spring Behavior," Springs, 44, pp. 32-36.
14. Spring Manufacturers Institute, Inc., 2001 Midwest Road, Suite 106, Oak Brook, IL 60523-1335, www.smihq.org
15. Universal Technical Systems, Inc., 202 West State Street, Suite 700, Rockford, IL 61101, www.uts.com
16. The Institute of Spring Technology, Henry Street, Sheffield. S3 7EQ. UK., www.ist.org.uk/index.html
17. Paredes, M., Sartor, M., and Masclet, C., 2002, "Obtaining an Optimal Compression Spring Design Directly From a User Specification," Proc. Inst. Mech. Eng., Part B, 216, pp. 419-428.
18. Paredes, M., Sartor, M., and Masclet, C., 2001, "An Optimization Process for Extension Spring Design," Comput. Methods Appl. Mech. Eng., 191, pp. 783-797.
19. Wu, M. H., and Hsu, W. Y., 1998, "Modelling the Static and Dynamic Behavior of a Conical Spring by Considering the Coil Close and Damping Effects," J. Sound Vib., 214(1), pp. 17-28.