Quality and Life" № 1(21) 2019. p. 19-23

Effective Way to Solve Canonical Equations of the Method of Forces Kicheev V.E.

V.E. Kicheevcandidate of technical sciences, associate professor of Moscow aviation Institute (national research university); Moscow
 
The problem of solving systems of linear algebraic equations of a particular form is considered. With the use of a geometric approach, a method of solution characterized by high efficiency is developed. Examples illustrating the possibilities of the proposed method are presented.
 
Keywords: static indefinability, system of linear algebraic equations, numerical methods.
 
References
1. Kicheev V.E. Design of compressed rods of power aircraft using the similarity criterion. Proceedings of the Moscow aviation institute. Volume 14. Available at: http// www.mai.ru (accessed 26 December 2003).
2. Kicheev V.E. the choice of a good initial approximation when solving the canonical equations of the force method. Proceedings of the Moscow Aviation Institute. Volume 14, 2007. Available at: http//www.mai.ru.
3. Kicheev V.E. A geometric approach to the problem of solving the canonical equations of the force method. Quality and life. 2018, № 4 (20). pp. 417–420.
4. Verzhbitsky V. M. Numerical methods. ONYX 21 century. Moscow, 2005.
5. Philin A.P. Matrix in the static rod systems. Gosstroiizdat. Leningrad, 1996. 6. Amosov A.A., Dubinsky Yu.A., Kopchenova N.B. Computational methods. Publishing house of Moscow energy institute. Moscow, 2008.