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Hassani, Vahid, Morris, Adrian, Zunaidi, Ibrahim, Hamid, Mehrabi, Roger, O'Brien and Ismail, Abubakar (2019) A Mathematical Model for A Cladding Fastener to Estimate the Maximum Pull-Out Force Capacity. Journal of Physics: conference series 1529, 1529. pp. 1-8.

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Abstract

Abstract

In the last few years, considerable attention has been paid to the roof cladding systems due to their progressive use in the construction of low-rise buildings. The design of such systems has been gaining importance since they are subjected to severe damage and failure caused by high wind events, particularly at their fastener connection points. To offer a
solution for predicting the maximum pull-out force capacity of cladding fasteners, this article presents a mathematical model for a fastener made of high strength steel austenitic 316. In this model, the two basic parameters of the fastener, namely the thread depth and the thread angle are included as the main elements of the contact surface between threads and the low carbon mild steel batten/purlin sheets. This mathematical model will be proposed to estimate the maximum pull-out force capacity of the cladding fasteners made of cold-formed A2 316 stainless steel. After finding the parameters of the mathematical model by using an optimization method based on a genetic algorithm (GA), a comparison will be made between the mean estimation error of the new model and the formerly proposed ones.

Item Type: Article
Uncontrolled Keywords: Cladding Fastener; Pull-out Force; Mathematical Model; Thread Engagement Ratio; Estimation Error
Related URLs:
Depositing User: Adrian Morris
URI: https://sure.sunderland.ac.uk/id/eprint/15734

Further Details

More Information

Uncontrolled Keywords
Cladding Fastener; Pull-out Force; Mathematical Model; Thread Engagement Ratio; Estimation Error
Related URLs
Depositing User

Identifiers

Item ID
15734
Identification Number

Users with ORCIDS

ORCID for Vahid Hassani
ORCID for Adrian Morris
ORCID for Ibrahim Zunaidi
ORCID for Mehrabi Hamid

Catalogue record

Date Deposited
01 Mar 2023 09:48
Last Modified
04 Jun 2025 15:15

Contributors

Author
O'Brien Roger
Author
Abubakar Ismail

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