Abstract

At present, the design method of components is still a partial factor design method, and the partial factor value is related to the load value. Because the partial factor has a great influence on the safety of engineering structure, it has been adjusted many times in the process of organization of the code. In order to be basically equivalent to European and American reliability standards and to conform to China’s national conditions and national policies, the Unified standard for reliability design of building structures is revised (i.e., the partial factor of permanent action and variable action was adjusted). Although the concept of factor of safety is commonly used in structure design practice to cover all the unexpected risks, there are some disadvantages to its direct use in structural reliability analysis. For example, the eccentricity of compression members is random, which will lead to the change in resistance parameters of compression members, rather than the fixed value specified in the code. However, the random variation in eccentricity is not considered in the code. So, in this paper, the partial factors of eccentrically loaded members are studied by considering the statistical parameter information of members with random eccentricity. This paper studies the partial factors of different types of components in different ratios of live load effect to dead load effect, and some recommendations are proposed to obtain safer designs. Finally, Monte Carlo simulation method is used to analyze the reliability of the eccentric member. The research results show that the value of partial factors of structure proposed in this paper is reasonable.

Highlights

  • The reliability method of structural design is still the partial factor design method based on probability, the partial factor method is to express the design value of each variable as a simple function of standard value and partial factor, and the value of partial factors is obtained by an enumeration method [1]

  • E statistical parameters of resistance and load action determine the value of partial factor

  • The probability characteristics of variable actions are not immutable, so it is not reasonable to directly use the load statistical parameters specified in the code when evaluating the safety of existing structures. erefore, it is difficult to judge whether the reliability level of the existing structure still meets the requirements when the safety assessment is carried out according to the partial load factor and characteristic value given by the code

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Summary

Introduction

The reliability method of structural design is still the partial factor design method based on probability, the partial factor method is to express the design value of each variable as a simple function of standard value and partial factor, and the value of partial factors is obtained by an enumeration method [1]. E statistical parameters of resistance and load action determine the value of partial factor. In the 1980s, when the code was compiled in China, according to the action probability characteristic and statistical parameters, the partial factor was determined [2]. Erefore, it is difficult to judge whether the reliability level of the existing structure still meets the requirements when the safety assessment is carried out according to the partial load factor and characteristic value given by the code. Erefore, by summarizing the papers of load statistics in recent years, this paper studies the change in reliability of reinforced concrete components under the change in load partial factor and compares it with the reliability index calculated by the 2019 version code For the concrete eccentricity column, consider that the partial factor of resistance will change with the change in eccentricity. erefore, by summarizing the papers of load statistics in recent years, this paper studies the change in reliability of reinforced concrete components under the change in load partial factor and compares it with the reliability index calculated by the 2019 version code

Probability Model of Loads and Resistance
Design reference period
Partial Factors
Design method
Load Adjustment Coefficient and Structure Importance
Examples of Application
Findings
Conclusions
Full Text
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