OPTIMIZED METHOD FOR THE NUMERICAL CALCULUS OF THE GENERALIZED FORCES DEVELOPED IN NONSTEADY SUPERSONIC FLOW
PINTILIE GHEORGHE, ZICHIL VALENTIN, PANOSCHI CRISTIAN
UNIVERSITY OF BACĂU - FACULTY OF ENGINEERING
Abstract
The paper present a calculus method for the generalized forces developed on a wing placed in no steady supersonic regime using the theory of sources distribution. It is considered that the source's intensity has a spatial-harmonic distribution along the wing's chord. Here, the results (particular, the values of the generalized forces) are no more influenced by the number of the finite elements.