Construct · 3 fields · 3 citations
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In microbiology the doubling time (or generation time) is the interval in which a growing population of cells doubles in number during balanced exponential growth, set by the specific growth rate of the culture. Monod's 1949 The growth of bacterial cultures formalised how that growth rate, and hence the doubling time, depends on nutrient concentration. The referent is the characteristic timescale of exponential increase in a cell population, the same quantity that measures how fast a human population or an epidemic grows.[1]
In demography the doubling time is how long a population takes to double at its current growth rate, a compact way to express the speed of population increase (the familiar "rule of 70" approximates it by dividing 70 by the percentage growth rate). Preston, Heuveline, and Guillot's Demography: Measuring and Modeling Population Processes derives it from the exponential growth model. It is the identical exponential-doubling construct as in a bacterial culture, applied to people rather than cells.[2]
In epidemiology the doubling time is the interval in which the cumulative number of cases doubles during the early, roughly exponential phase of an outbreak, a key early signal of how fast an epidemic is spreading and a quantity closely tied to the reproduction number. Zhou and colleagues' 2020 COVID-19 seeding time and doubling time model used it as an early risk-assessment tool during the pandemic. It is the same exponential-doubling measure as in microbial or population growth, read off case counts instead of cells or people.[3]
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