Vol. 2005 No. 1 (2005)

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Bayesian Hierarchical Model for System Reliability Assessment in South African Industrial Machinery Fleets: A Methodological Evaluation

Siyabonga Mkhize, National Institute for Communicable Diseases (NICD) Kgolovu Ngara, Department of Civil Engineering, University of Limpopo Nkosimidi Mafuosi, University of Limpopo
DOI: 10.5281/zenodo.18821498
Published: October 25, 2005

Abstract

Industrial machinery fleets in South Africa are subject to frequent failures, leading to significant operational disruptions and economic losses. Reliable system assessment is crucial for optimising maintenance schedules and extending equipment lifespans. A Bayesian hierarchical model was developed using data from multiple fleet operators, incorporating prior knowledge about machine failure rates and dependencies. The model accounts for variability across different machines and operational environments. The analysis revealed a significant proportion (30%) of machinery failures were attributed to common underlying causes such as wear and tear rather than operational anomalies. The Bayesian hierarchical model demonstrated robustness in estimating system reliability, providing actionable insights for fleet managers aiming to enhance equipment longevity and reduce maintenance costs. Fleet operators are encouraged to integrate the proposed model into their routine maintenance strategies to improve overall fleet performance and efficiency. The maintenance outcome was modelled as $Y_{it}=\beta_0+\beta_1X_{it}+u_i+\varepsilon_{it}$, with robustness checked using heteroskedasticity-consistent errors.

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How to Cite

Siyabonga Mkhize, Kgolovu Ngara, Nkosimidi Mafuosi (2005). Bayesian Hierarchical Model for System Reliability Assessment in South African Industrial Machinery Fleets: A Methodological Evaluation. African Technology and Development (Interdisciplinary -, Vol. 2005 No. 1 (2005). https://doi.org/10.5281/zenodo.18821498

Keywords

Bayesian statisticshierarchical modellingreliability engineeringSouth Africafault tree analysisMarkov chainsstochastic processes

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Vol. 2005 No. 1 (2005)
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