References for the Fatigue Module
1.
M. Hoffmann and T. Seeger, “A Generalized Method for Estimating Multiaxial Elastic-Plastic Notch Stresses and Strains, Part 1: Theory,”
J. Engineering Materials and Technology
, vol. 107, pp. 250–254, 1985.
2.
Standard Practices for Cycle Counting in Fatigue Analysis
, ASTM E 1049-85, ASTM International, 2005.
3.
A. Fatemi and L. Yang, “Cumulative Fatigue Damage and Life Prediction Theories: A Survey of the State of the Art for Homogeneous Materials,”
Int. J. Fatigue
, vol. 20, no. 1, pp 9–34, 1998.
4.
Lee W. W., Nguyen L. T., and Selvaduray G. S., “Solder joint fatigue models: review and applicability to chip and scale packages,”
Microelectronic Reliability
, vol. 40, pp. 231–244, 2000.
5.
Socie D. F. and Marquis G. B.,
Multiaxial Fatigue
, Society of Automotive Engineeds, Inc., 2000.
6.
Morrow J. D., “Cyclic plastic strain energy and fatigue of metals,”
ASTM STP-378
, pp.45–87, 1965.
7.
Darveaux R., “Effect of Simulation Methodology on Solder Joint Crack Growth Correlation,”
Electronic Components and Technology Conference, IEEE
, pp. 1048–1058, 2000.
8.
Bendat J.S., “Probability functions for random responses: Prediction of peaks, fatigue damage, and catastrophic failures,”
NASA Report on Contract NAS-5-4590
, 1964.
9.
Dirlik T., “Application of Computers in Fatigue Analysis,” Ph.D. Thesis, University of Warwick, Coventry, 1985.
10.
Preumont A. and Piéfort V., “Predicting Random High-Cycle Fatigue Life With Finite Elements,”
J. Vibr. Acoustics
, vol. 116, pp 245–248, 1994.