SOLUTIONS FOR NONLINEAR PLANE WAVE EQUATIONS OF ACOUSTICS BY THE METHOD OF FUNCTIONAL INTER RELATIONSHIPS OF DEPENDENT VARIABLES.
Abstract
A general formulation of the theory of propaga tion of finite amplitude waves in a nonlinear, viscous, heat conducting and heat radiating me dium is solved by the device of imposing one ad ditional relationship upon the dependent varia bles. Solutions are offered for two different choices of the additional condition on the de pendent variables. The first of these leads to a complete solution in finite form but does not reduce to the nonviscous formulation upon setting viscosity equal to zero. The second solution which fulfills this latter condition is presented in the form both of an infinite series represen tation and graphically. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Jun 01, 1963
- Accession Number
- AD0418019
Entities
People
- Verner J. Raelson
Organizations
- IIT Research Institute