Journal Design Engineering Masthead
African Structural Engineering | 01 March 2002

Multilevel Regression Analysis of Process-Control Systems for Yield Improvement in Nigerian Manufacturing

O, l, u, w, a, s, e, u, n, A, d, e, b, a, y, o, ,, C, h, u, k, w, u, m, a, N, w, a, c, h, u, k, w, u, ,, C, h, i, n, w, e, i, k, e, O, k, o, n, k, w, o, ,, A, m, i, n, a, S, u, l, e, i, m, a, n
Multilevel ModellingProcess ControlManufacturing YieldIndustrial Productivity
Plant-level random effects accounted for 31% of total yield variance.
Analysis of 47 plants demonstrates the necessity of hierarchical modelling.
Findings support targeted investment in automated control systems.
Methodology addresses nested data structures common in factory studies.

Abstract

{ "background": "Manufacturing productivity in Nigeria is constrained by inconsistent process yields, yet rigorous quantitative analysis of the efficacy of installed process-control systems is lacking. Existing evaluations often fail to account for the hierarchical structure of factory data.", "purpose and objectives": "This study aims to methodologically evaluate the impact of automated process-control systems on production yield within the Nigerian manufacturing sector, employing a multilevel modelling framework to account for plant- and production-line-level variations.", "methodology": "A multilevel linear regression model was fitted to a novel dataset comprising yield observations from multiple production lines nested within 47 manufacturing plants. The core model is specified as $Y{ij} = \\beta{0} + \\beta{1}X{ij} + u{j} + e{ij}$, where $Y{ij}$ is the yield for line i in plant j, $X{ij}$ denotes control system status, $u{j}$ is the plant-level random effect, and $e{ij}$ is the residual error. Robust standard errors were calculated.", "findings": "Implementation of automated process-control systems was associated with a statistically significant mean yield increase of 17.3% (95% CI: 14.1% to 20.5%). Plant-level random effects accounted for 31% of the total variance in yield, underscoring the importance of the hierarchical analysis.", "conclusion": "The application of multilevel regression provides a robust methodological framework for evaluating industrial systems in contexts with nested data structures. The results confirm that process-control systems are a significant determinant of manufacturing yield.", "recommendations": "Manufacturing managers should prioritise investment in automated control systems. Researchers should adopt multilevel modelling techniques for similar factory-level studies to avoid biased inferences.", "key words": "multilevel modelling, process control, manufacturing yield, regression analysis, industrial engineering", "contribution statement": "This paper provides the first application of multilevel regression to analyse process-control system efficacy in Nigerian manufacturing,