Vestnik I. Yakovlev Chuvach State Pedagogical University. Series: Mechanics of a limit state

Bulletin of the Yakovlev Chuvash State Pedagogical University. Series: Mechanics of Limit State


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Metadata (abstracts and keywords) for the articles in the journal

A. A. Alekseev, E. G. Alekseeva, V. N. Vedernikov, V. I. Gultyaev To the question about the determination of displacements by Mohr’s method and introduction of refinement coefficients at multiplication of the diagrams // Vestnik I. Yakovlev Chuvach State Pedagogical University. Series: Mechanics of a limit state . 2016. № 3(29). p. 50-59
Author(s):A. A. Alekseev, E. G. Alekseeva, V. N. Vedernikov, V. I. Gultyaev
Index of UDK:539.384.2
DOI:
Title:To the question about the determination of displacements by Mohr’s method and introduction of refinement coefficients at multiplication of the diagrams
Keywords:

strength  of  materials,  Mohr’s  Method,  Vereshagin  grapho-analytical  technique, multiplication diagrams, displacements

Abstracts:

The critical analysis of the results received at calculation of Mohr’s integrals by Vereshchagin’s grapho-analytical technique with use of the ”method of the refinement coefficients” offered in [1] is provided. It is shown that this method is incorrect and is not recommended for use in engineering practice.

The contact details of authors:

Alekseev Andrey Alekseevich

e-mail: alexeew@bk.ru,  Ph.  D.  in  Technical  Sciences,  Ass.  Professor,  Tver  State  Technical University, Tver, Russia.

Alekseeva Elena Gennadievna

e-mail: super_aeg@bk.ru, Ph. D. in Technical Sciences, Ass. Professor, Tver State Technical University, Tver, Russia.

Vedernikov Vladimir Nikolaevich

e-mail: kafsm@yandex.ru, Ph. D. in Technical Sciences, Ass. Professor, Tver State Technical University, Tver, Russia.

Gultyaev Vadim Ivanovich

e-mail: vig0@mail.ru,  Doctor  of  Technical  Sciences,  Ass.  Professor,  Tver  State  Technical University, Tver, Russia.

Pages:50-59
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© 2015 I. Yakovlev Chuvash State Pedagogical University Bulletin. Series: Mechanics of a limit state