2023
DOI: 10.1002/edn3.461
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How much is enough? Examining the sampling effort necessary to estimate mean eDNA concentrations in lentic systems

M. C. Yates,
M. Gaudet‐Boulay,
E. Garcia Machado
et al.

Abstract: The concentration of eDNA in an environment can provide important ecological information of relevance for management and conservation, but little research has explored optimizing sampling strategies to estimate mean eDNA concentrations in natural environments. Inter‐replicate eDNA concentrations often exhibit right‐skewed “clustered” or “clumped” distributions, likely due to the stochastic capture of large “aggregate” particles with high eDNA copy numbers. This has important potential implications for modeling… Show more

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Cited by 4 publications
(2 citation statements)
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“…Knowing how many locations to sample and how far apart to space samples to adequately sample an estuary remains uncertain for eDNA sampling ( Yates et al, 2023 ). Although the results suggest a rule of five for tidewater gobies, this might not apply to large systems or low-density tidewater goby locations.…”
Section: Discussionmentioning
confidence: 99%
“…Knowing how many locations to sample and how far apart to space samples to adequately sample an estuary remains uncertain for eDNA sampling ( Yates et al, 2023 ). Although the results suggest a rule of five for tidewater gobies, this might not apply to large systems or low-density tidewater goby locations.…”
Section: Discussionmentioning
confidence: 99%
“…The sampling process describes the variation in sample concentrations collected at a site as a function of the site concentration. This distribution is typically right-skewed due to eDNA clumping in the water column and stochastic collection of more rare, larger “aggregate” particles (Furlan et al, 2016; Yates et al, 2023); therefore, we use a lognormal distribution (Carraro et al, 2018; Espe et al, 2022) to describe this variation. Conditional on the eDNA concentration at site i , we assume that the concentration in each collected sample, , varies following: where σ samp is the sampling process standard deviation on the log scale, which could be a function of site covariates such as the distance from the release location.…”
Section: Modeling Methodsmentioning
confidence: 99%