Mathematical analysis and numerical simulation of campylobacteriosis dynamics: assessing the roles of house flies and contaminated food products as mechanical vectors

Chukwu, C.W. and Madubueze, C.E. and Nnakwe, M.O. and Akanni, J.O. and Chazuka, Z. and Fatmawati (2026) Mathematical analysis and numerical simulation of campylobacteriosis dynamics: assessing the roles of house flies and contaminated food products as mechanical vectors. Journal of Biosafety and Biosecurity, 8 (2). 91 - 110.

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Abstract

Globally, food-borne campylobacteriosis is a major cause of bacterial gastroenteritis, disproportionately affecting impoverished areas. Inadequate sanitation infrastructure in these settings leads to abundant house flies, potentially contaminating food and surfaces and increasing the spread of infections, such as campylobacteriosis. This paper addresses the underexplored direct transmission routes of campylobacteriosis: undercooked poultry consumption, mechanical vectors such as house flies and contaminated food products. We developed a mathematical model to investigate campylobacteriosis transmission dynamics through these pathways and to inform control measures. Our model includes human, vector (house fly) and food compartments, capturing indirect transmission via bacterial shedding, environmental contamination and mechanical vector transfer. We examined the stability of both disease-free and endemic equilibria through analytical and numerical simulations based on the basic reproduction number. Uncertainty and sensitivity analyses identified key parameters driving disease persistence. Mechanical vectors significantly sustain transmission, suggesting targeted control strategies. Public health interventions should reduce campylobacteriosis by minimising vector contact via awareness programmes and fumigation and addressing environmental contamination. © 2026 The Authors

Item Type: Article
Additional Information: Cited by: 0; All Open Access; Gold Open Access
Uncontrolled Keywords: Campylobacteriosis Mechanical vectors Compartmental model Sensitivity analysis Numerical simulation
Subjects: Q Science > QA Mathematics > QA319-329 Functional Analysis
Divisions: Artikel Ilmiah > SCOPUS INDEXED JOURNAL
Creators:
CreatorsNIM
Chukwu, C.W.UNSPECIFIED
Madubueze, C.E.UNSPECIFIED
Nnakwe, M.O.UNSPECIFIED
Akanni, J.O.UNSPECIFIED
Chazuka, Z.UNSPECIFIED
FatmawatiUNSPECIFIED
Depositing User: Dewi Puspita
Date Deposited: 13 Jul 2026 07:49
Last Modified: 13 Jul 2026 07:49
URI: http://repository.unair.ac.id/id/eprint/143033
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