On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex Structures

The paper provides a solution to the problem of dimensioning decisive bars on the basis of the conditions of meeting the recommended reliability classes [9] of statically determinate structures composed of n members. A theorem was formulated: if a statically determinate structure composed of n decis...

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Main Author: Kowal Z.
Format: Article
Language:English
Published: Polish Academy of Sciences 2013-03-01
Series:Archives of Civil Engineering
Subjects:
Online Access:http://www.degruyter.com/view/j/ace.2013.59.issue-1/ace-2013-0006/ace-2013-0006.xml?format=INT
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author Kowal Z.
author_facet Kowal Z.
author_sort Kowal Z.
collection DOAJ
description The paper provides a solution to the problem of dimensioning decisive bars on the basis of the conditions of meeting the recommended reliability classes [9] of statically determinate structures composed of n members. A theorem was formulated: if a statically determinate structure composed of n decisive members is to attain the reliability greater than, or equal to, the recommended reliability p = 1- q, it is necessary and sufficient that the damage frequency sum qi of decisive members is smaller than the admissible damage frequency q of the structure: Σqi < q. On the basis of this theorem, s coefficients that recommend increase of the load bearing capacity of the decisive bars in a statically determinate structure constructed in order to meet the recommended class [9] of the structure reliability, are estimated and presented in a tabular form.
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spelling doaj.art-194ccbb797c64ef284bec802a526d49a2022-12-22T02:27:02ZengPolish Academy of SciencesArchives of Civil Engineering1230-29452013-03-0159113114210.2478/ace-2013-0006ace-2013-0006On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex StructuresKowal Z.0Kielce University of Technology, Al. Tysiąclecia P.P. 7, 25-314 Kielce, PolandThe paper provides a solution to the problem of dimensioning decisive bars on the basis of the conditions of meeting the recommended reliability classes [9] of statically determinate structures composed of n members. A theorem was formulated: if a statically determinate structure composed of n decisive members is to attain the reliability greater than, or equal to, the recommended reliability p = 1- q, it is necessary and sufficient that the damage frequency sum qi of decisive members is smaller than the admissible damage frequency q of the structure: Σqi < q. On the basis of this theorem, s coefficients that recommend increase of the load bearing capacity of the decisive bars in a statically determinate structure constructed in order to meet the recommended class [9] of the structure reliability, are estimated and presented in a tabular form.http://www.degruyter.com/view/j/ace.2013.59.issue-1/ace-2013-0006/ace-2013-0006.xml?format=INTreliabilitycomplex structuresquantiles of member load bearing capacity
spellingShingle Kowal Z.
On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex Structures
Archives of Civil Engineering
reliability
complex structures
quantiles of member load bearing capacity
title On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex Structures
title_full On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex Structures
title_fullStr On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex Structures
title_full_unstemmed On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex Structures
title_short On Adjusting the Load Bearing Capacity of Decisive Members to Reliability Classes of Statically Determinate Complex Structures
title_sort on adjusting the load bearing capacity of decisive members to reliability classes of statically determinate complex structures
topic reliability
complex structures
quantiles of member load bearing capacity
url http://www.degruyter.com/view/j/ace.2013.59.issue-1/ace-2013-0006/ace-2013-0006.xml?format=INT
work_keys_str_mv AT kowalz onadjustingtheloadbearingcapacityofdecisivememberstoreliabilityclassesofstaticallydeterminatecomplexstructures