Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structures

The paper discusses a calculation of rational parameters of main flexural rod used in combined roof structures. Geometrical non-linearity can be discussed separately when the member is subjected either to tension or compression. It has been established that rational parameters for rods subjected to...

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Bibliographic Details
Main Author: Algirdas Juozapaitis
Format: Article
Language:English
Published: Vilnius Gediminas Technical University 1996-12-01
Series:Journal of Civil Engineering and Management
Subjects:
-
Online Access:http://journals.vgtu.lt/index.php/JCEM/article/view/9505
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spelling doaj-cdfe0b9e25934a79b29e140b214b5e0c2021-07-02T03:06:15ZengVilnius Gediminas Technical UniversityJournal of Civil Engineering and Management1392-37301822-36051996-12-012810.3846/13921525.1996.10590168Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structuresAlgirdas Juozapaitis0Vilnius Gediminas Technical University The paper discusses a calculation of rational parameters of main flexural rod used in combined roof structures. Geometrical non-linearity can be discussed separately when the member is subjected either to tension or compression. It has been established that rational parameters for rods subjected to compression-bending or tension-bending have to be determined from the non-linear analysis calculation of the parameters using the slender- ness parameter, i.e. when kl ≤ 1. Also combined roof structures with a non-continuous main member are discussed. The rational parameters were calculated from the geometrically non-linear analysis. Numerical testing has shown that the non-continuous main members of the combined structures are more effective than the continuous ones. First Published Online: 26 Jul 2012 http://journals.vgtu.lt/index.php/JCEM/article/view/9505-
collection DOAJ
language English
format Article
sources DOAJ
author Algirdas Juozapaitis
spellingShingle Algirdas Juozapaitis
Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structures
Journal of Civil Engineering and Management
-
author_facet Algirdas Juozapaitis
author_sort Algirdas Juozapaitis
title Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structures
title_short Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structures
title_full Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structures
title_fullStr Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structures
title_full_unstemmed Kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/Rational design of flexural rod in combined roof structures
title_sort kombinuotųjų stogo konstrukcijų lenkiamojo strypo racionalus projektavimas/rational design of flexural rod in combined roof structures
publisher Vilnius Gediminas Technical University
series Journal of Civil Engineering and Management
issn 1392-3730
1822-3605
publishDate 1996-12-01
description The paper discusses a calculation of rational parameters of main flexural rod used in combined roof structures. Geometrical non-linearity can be discussed separately when the member is subjected either to tension or compression. It has been established that rational parameters for rods subjected to compression-bending or tension-bending have to be determined from the non-linear analysis calculation of the parameters using the slender- ness parameter, i.e. when kl ≤ 1. Also combined roof structures with a non-continuous main member are discussed. The rational parameters were calculated from the geometrically non-linear analysis. Numerical testing has shown that the non-continuous main members of the combined structures are more effective than the continuous ones. First Published Online: 26 Jul 2012
topic -
url http://journals.vgtu.lt/index.php/JCEM/article/view/9505
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