A Rational Way to Solve Canonical Equations of the Force Method

A Rational Way to Solve Canonical Equations of the Force Method

V.E. Kicheevcandidate of technical sciences, associate professor of Moscow aviation Institute (national research university); Moscow
e-mail: m.oskb@yandex.ru
 
The problem of solving systems of linear algebraic equations of a particular type is considered. Using the geometric approach, a solution method has been developed that is distinguished by a small amount of computation. Presents examples illustrating the capabilities of the proposed method
 
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. Electronic journal «Trudy MAI», volume 14. Available at: http//www.mai.ru (accessed 26 of December 2003).
2. Kicheev V.E. The choice of a good initial approximation when solving the canonical equations of the force method. Electronic journal «Trudy MAI», volume 28. Available at: http//www.mai.ru (accessed 2007).
3. Kicheev V.E. A Geometric approach to the problem of solving the canonical equations of the force method. Quality and life. 2018, No. 4 (20). pp. 417–420.
4. Kicheev V.E an effective solution to the canonical equations of the force method. Quality and life. 2019, No. 1(21). pp. 19–23.
5. Verzhbitsky V.M. Numerical methods. ONYX 21 century. Moscow, 2005.
6. Filin A.P. Matrices in the statics of rod systems. State Construction. Leningrad, 1996.
7. Amosov A.A., Dubinsky Yu.A., Kopchenova N.V. Computational methods. Moscow energetic university publishing house. Moscow, 2008.

DOI: 10.34214/2312-5209-2019-22-2-113-117

Back to top