A within-host birth–death and time–dose–response model for Legionnaires’disease

Research output: Contribution to journalArticlepeer-review

Abstract

Understanding the dose–response (DR) relationship for infec‑ tious diseases is important for quantitative microbial risk as‑ sessment studies to mitigate risk. To capture the DR dynamics, understanding the pathogenesis of the infectious agent is de‑ sirable. Typically, attempting to understand the DR dynamics would involve within‑host mathematical modelling and fitting DR curves to experimental data. No mathematical model exists that describes the within‑host dynamics that occur within an individual infected with Legionnaires’ disease. Further, most DR models are based either on a single‑hit or threshold hy‑ pothesis for the cause of illness. Here, we derive a model to ex‑ plain within‑host dynamics post‑infection with Legionnaires’ disease that incorporates heterogeneity at the cellular and pop‑ ulation levels. We develop a new DR model that allows for either of two hypotheses for the cause of illness, adding a new level of flexibility not currently seen in the literature. We ex‑ tend the DR model to incorporate time as we develop a dose‑ dependent incubation‑period model that is based on biological mechanisms. Our within‑host models provide an ID50 of be‑ tween eight and nine Legionella and median incubation periods close to 4 days, which is consistent with evidence obtained from animal experiments and human outbreaks in the literature.

Original languageEnglish
Article number250226
JournalRoyal Society Open Science
Volume12
Issue number7
DOIs
Publication statusPublished - 16 Jul 2025
Externally publishedYes

Keywords

  • Burr distribution
  • dose–response
  • Legionnaires’ disease
  • Markov process
  • mathematical model
  • within-host

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