MATRIX METHODS APPLIED TO THE GIBBSION VECTORS AND DYADICS WITH APPLICATIONS TO FLIGHT DYNAMICS
Abstract
Matrix methods applied to the vector, dyadic, and polyadic analysis of Gibbs simplifies the transformations encountered in deriving mathematical models of dynamical systems in moving bases. The matrix methods eliminate the need for mentally tracking hordes of tedious indices. The techniques are applied to the derivation of equations of motion of flight systems in orthonormal as well as non-ortho-normal moving bases. (Author AD-288 5000N4 +++Matrix methods applied to the Gibbsion vectors and dyadics with applications to flight dynamics.
Document Details
- Document Type
- Technical Report
- Publication Date
- Oct 01, 1962
- Accession Number
- AD0288500
Entities
People
- James S. Pappas.