Quasi - Numerical Model for the Determination of Residual Stresses


Article Preview



Key Engineering Materials (Volumes 251-252)

Edited by:

F.-G. Buchholz, H.A. Richard, M.H. Aliabadi




B. Aberšek et al., "Quasi - Numerical Model for the Determination of Residual Stresses", Key Engineering Materials, Vols. 251-252, pp. 165-172, 2003

Online since:

October 2003




[1] B. Aberšek and J. Flašker: Experimental Mechanics, Vol. 38, No. 3, (1998), pp.226-230.

[2] J. Flašker and B. Aberšek: Communication in Applied Numerical Methods, Vol. 7, (1991), pp.589-594.

[3] J. Flašker, B. Aberšek and J. Bali�: Sixth World Congress on Finite Element Methods, Banff, Canada, (1990).

[4] D.M. Finch: A Review of Non-Destructive Residual Stresses Measurement Techniques, ERA Report 94/0101R, ERA Technology Limited, Surrey, (1994).

[5] G.J. Schajer : Journal of Engineering Material and Techniques, (1981), p.

[6] Wang H., Buchholz F.G., Richard H.A., Jägg S., and Scholtes B., Computational and Experimental Analysis of Residual Stresses Effected on Fatigue Crack Growth in a Compact Tension Shear (CTS) Specimen, Proceeding Damage and Fracture Mechanics VI, (WIT Press, Southampton, Boston, 2000), pp.235-244.

DOI: https://doi.org/10.1016/s0927-0256(99)00052-x

[7] T. Tobe, M. Kato and K. Inoue: Bul. of JSME, Vol. 29, No. 247, (1986), p.1380.

[8] B. Aberšek and J. Flašker: How Gears Break, (WIT Press, UK 2003).

[9] B. Aberšek and J. Flašker: International Journal for Numerical Method in Engineering, Vol. 38, (1995), pp.2531-2545.