Date of Award

Spring 1969

Degree Type

Thesis - Restricted

Degree Name

Master of Science (MS)

Department

Mechanical Engineering

First Advisor

Nigro, N. J.

Second Advisor

Wackman, Peter

Third Advisor

Kao,

Abstract

It is difficult to find a unique solution to the equations of elasticity, and the boundary conditions for elastic wave propagation in bars composed of anisotropic materials. This fact is verified by the lack of such solutions in the literature. Researchers have therefore resorted to approximate theories as a general method of analysis. This thesis presents such a method. The equations of elasticity for flexural wave propagation in anisotropic bars of rectangular cross-section and infinite length are derived from Hamilton's Principle. A solution is obtained by employing the Ritz Method, and typical results are presented in the form of tables and dispersion curves Accuracy of solution is verified by using the Ritz Method to solve the above problem for isotropic bars, and comparing the results with exact theory.

Share

COinS

Restricted Access Item

Having trouble?