Power-Series Solutions for Flows of an Ideal Dissociating Gas
Abstract
The report deals with the solution of certain problems in fluid mechanics by power-series expansion of the solution in the independent VARIABLE(s). The method is directly related to the well-known Frobenius method for determining analytic solutions of linear ordinary differential equations. However, here the authors apply it to nonlinear systems of differential equations in as many as three independent variables. In consequence, the recursion formulas for the series coefficients are relatively complicated, and an electronic computer is required to effect and to store their solution.
Document Details
- Document Type
- Technical Report
- Publication Date
- Sep 15, 1971
- Accession Number
- AD0735697
Entities
People
- Chong W. Lee
- John P. Moran
Organizations
- University of Minnesota