Bibliography

[1] Nuclear Systems Material Handbook. Vol. 1: Design Data, Part 1: Structural Materials, Group 1: High Alloy Steels . U. S. Department of Energy, Office of Scientific and Technical Information. Oak Ridge, TN:

[2] Nuclear Systems Material Handbook. Vol. 1: Design Data, Part 1: Structural Materials, Group 2: Low Alloy Steels, Section 2-2 1/4 CR - 1 Mo. . U. S. Department of Energy, Office of Scientific and Technical Information. Oak Ridge, TN:

[3] F. Barlat and J. Lian. "Plastic Behavior and Stretchability of Sheet Metals. Part I: A Yield Function for Orthotropic Sheets Under Plane Stress Conditions". Int. Journal of Plasticity, 5. pg. 51-66.

[4] F. Barlat, D. J. Lege, and J. C. Brem. "A Six-Component Yield Function for Anistropic Materials". Int. Journal of Plasticity, 7. pg. 693-712.

[5] R. Hill. "A Theory of the Yielding and Plastic Flow of Anisotropic Metals". Proceedings of the Royal Society of London, Series A., Vol. 193. 1948.

[6] F. K. Chang and K. Y. Chang. "A Progressive Damage Model for Laminated Composites Containing Stress Concentration". Journal of Composite Materials, 21. pg. 834-855. 1987a.

[7] R. G. Dean. Evaluation and Development of Water Wave Theories for Engineering Application. Volume 2, Tabulation of Dimensionless Stream Function Theory Variables, Special Report No. 1, . U. S. Army Corps of Engineers, Coastal Engineering Research Center. Fort Belvoir, VA: November 1974.

[8] Michael E. McCormick. Ocean Engineering Wave Mechanics. Wiley & Sons. New York: 1973.