Metadata (abstracts and keywords) for the articles in the journal
Orlov V. N., Ivanov S. A. NUMERICAL SOLUTION OF THREE-DIMENSIONAL PROBLEMS OF SEISMIC STABILITY OF LARGE STRUCTURES // Vestnik I. Yakovlev Chuvach State Pedagogical University. Series: Mechanics of a limit state . 2014. № 4(22). p. 204-214
Author(s):
Orlov V. N., Ivanov S. A.
Index of UDK:
517.928.4
DOI:
Title:
NUMERICAL SOLUTION OF THREE-DIMENSIONAL PROBLEMS OF SEISMIC STABILITY OF LARGE STRUCTURES
Keywords:
nonlinear differential equation, moving singular point, analytical approximate solution.
Abstracts:
The theorem of solving the second-order nonlinear differential equation with polynomial part of the forth degree is proved and the structure of analytical approximate solution in analyticity region is presented in the article. When proving the theorem the majorant method is applied not to the right side of differential equation, but to the whole solution of differential equation. The results are provided with calculations.
The contact details of authors:
1. Orlov, Victor Nikolayevich Dr. Sci. Phys. & Math., Professor, Head of Algebra & Geometry Department, Chuvash State Pedagogical University, Cheboksary
2. Ivanov, Sergey Anatolyevich Postgraduate Student of Algebra & Geometry Department, Chuvash State Pedagogical University, Cheboksary
Russian
English