Volume 7, Issue 3 e70120
ORIGINAL ARTICLE
Open Access

Water Interaction Type Affects Environmental DNA Shedding Rates of Terrestrial Mammal eDNA Into Surface Water Bodies

Gabriele Sauseng

Gabriele Sauseng

Lebring, Austria

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Tamara Schenekar

Corresponding Author

Tamara Schenekar

Department of Biology, University of Graz, Graz, Austria

Correspondence:

Tamara Schenekar ([email protected])

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First published: 10 June 2025

Funding: This work was supported by Austrian Science Fund, 10.55776/P35059.

ABSTRACT

The analysis of environmental DNA (eDNA) has become a non-invasive, cost-efficient, and universal biomonitoring tool, widely applied across the globe. Most eDNA research focuses on aquatic organisms in freshwater and marine environments. eDNA shedding rates are key to interpreting eDNA-based results, such as for abundance estimations or detection probabilities. Shedding rates have been estimated for several species and life stages; however, virtually all of them are aquatic. As eDNA-based biomonitoring expands to terrestrial systems, waterborne eDNA from freshwater is increasingly used to assess species presence of terrestrial mammals. When interacting with the water, terrestrial mammals deposit their DNA into the water body, with the amount deposited presumably heavily depending on the interaction type. Here we quantify eDNA shedding rates from domestic dogs during various interactions with water bodies, including “passing by”, “drinking”, “crossing through”, “standing still” and “defecating.” “Crossing through” and “defecating” had the highest DNA shedding rates (both approx. 4 × 107 pg/h/ind). All direct water interactions led to eDNA shedding rates several orders of magnitude higher than those of the indirect interaction (“passing by”), resulting in higher eDNA concentrations and, consequently, higher eDNA detection probabilities. This has important implications for interpretations of eDNA-based data from such water bodies. We also highlight the high variability of eDNA concentrations across experimental replicates, which needs to be accounted for when designing eDNA sampling schemes.

1 Introduction

Assessing species presence is essential for virtually every ecological survey, including biomonitoring and conservation efforts (Chiarucci et al. 2011; Hambler and Canney 2013). With the ongoing biodiversity crisis, the need for efficient monitoring techniques is more urgent than ever—whether to identify declining species ranges, collapsing populations, invasive species, or to measure the success of conservation efforts (Johnson et al. 2017; Leadley et al. 2022). The analysis of environmental DNA (eDNA) has evolved into such a valuable tool, praised for its non-invasiveness, cost-efficiency, and universality, and is now widely applied for species assessments (Deiner et al. 2017; Compson et al. 2020; Beng and Corlett 2020). Environmental DNA is defined as genetic material that is being deposited into the environment by target organisms and that can be collected from environmental samples, such as water, soil, or air, without capturing or handling the target organism itself (Taberlet et al. 2012). Although the source of the genetic material can be manifold, for larger animals it is most commonly assumed to stem from sloughed skin cells, hair, mucus, gametes, or feces (Deiner et al. 2017; Shaw et al. 2017). The specific source/tissue from which the eDNA originates is assumed to influence the dynamics of the eDNA, such as transport, deposition, or resuspension (depending on the particle size, Snyder et al. 2023; Brandão-Dias et al. 2023) or degradation rates (Sedlmayr and Schenekar 2024) and therefore affect eDNA persistence in the environment and eDNA detection rates in any given eDNA study. However, to date, little information is available on the specific tissues of target organisms that contribute to environmental DNA and in what quantities within a given system. Hiki et al. (2024) concluded that environmental RNA (eRNA) has a tissue-biased origin, and Zhao et al. (2023) suggested, based on DNA methylation patterns, that eDNA is primarily released from dysfunctional, inactive cells.

Regardless of the exact origin of eDNA, the amounts of DNA deposited into the environment per individual over time (hereafter called “eDNA shedding rates”) plays a crucial role in interpreting eDNA concentrations found in the environment. Together with eDNA removal rates and interaction frequencies, shedding rates determine the current eDNA concentration of a target organism in the environment, which can be informative for abundance estimations, assuming that the amount of eDNA shed per individual is identical among individuals and therefore the overall concentration of the eDNA correlates to the amount of individuals (Lacoursière-Roussel et al. 2016; Doi et al. 2017). Furthermore, eDNA concentration of a target organism in a sampled system also determines detection probabilities of qualitative species presence assessments (Piggott 2016; Troth et al. 2021). In addition to poor sampling design, false negatives can be a result of eDNA concentrations in the environment being below the limit of detection of the respective eDNA assay. eDNA shedding rates have been shown to depend on a multitude of factors, including species, organism size, skin/scale properties, stress and water temperature (Sassoubre et al. 2016; Allan et al. 2020 and references therein). Previous studies have quantified eDNA shedding rates of various organisms. Thereby, the eDNA shedding rates have been shown to vary across several orders of magnitude within but also among studies (Allan et al. 2020, Table 1), documenting that eDNA shedding rates do not only depend on the specific target species but also the environmental conditions of the specific system. These varying eDNA shedding rates presumably result in drastically differing DNA concentrations in the systems, strongly affecting eDNA detection probabilities and potential abundance estimations. Notably, nearly all the studies studying eDNA shedding rates focused on aquatic organisms, whether freshwater or marine (reviewed by Allan et al. 2020), a pattern that hasn't changed until now (Table 1). The only exception is the Idaho giant salamander (Dicamptodon aterrimus) studied by Pilliod et al. (2014), being semi-aquatic. This highlights a significant knowledge gap in the study of eDNA shedding rates in terrestrial mammals.

TABLE 1. Previous studies in which eDNA shedding rates have been calculated. Given are the study reference, the type of study ecosystem, the class of the study organism and the order of magnitude for the calculated shedding rates (in multiple units if several reported). Based on Allan et al. (2020), amended.
Study Study system Organism class Shedding rate (order of magnitude)
Wilder et al. (2023) Freshwater Actinopterygii 103–106 copies/h/ind
Kwong et al. (2021) Marine Asteroidea

103–105 copies/h/g

102–104 copies/h/ind

Allan et al. (2020) Marine

Actinopterygii,

Malacostraca,

Scyphozoa

103–105 pg/h

102–103 pg/h/g

10–104 pg/h/ind

Sassoubre et al. (2016) Marine Actinopterygii

105–107 pg/h

102–103 pg/h/g

103–105 pg/h/ind

Klymus et al. (2015) Freshwater Actinopterygii 104–109 copies/h
Maruyama et al. (2014) Freshwater Actinopterygii

105–106 copies/h/g

106–107 copies/h/ind

Sansom and Sassoubre (2017) Freshwater Bivalvia

105–107 copies/h

1 copies/h/g

104–105 copies/h/ind

Nevers et al. (2018) Freshwater Actinopterygii

106 copies/h

105 copies/h/g

106 copies/h/ind

Jo et al. (2019, 2020) Marine Actinopterygii

105–109 copies/h

105–107 copies/h/g

Minamoto et al. (2017) Marine Scyphozoa 108 copies/h/ind
Pilliod et al. (2014) Freshwater Amphibia 104 pg/h/ind

Although the large majority of eDNA studies target aquatic systems and organisms in general (Beng and Corlett 2020), eDNA studies have been expanding to terrestrial target organisms, most notably mammals. For these studies, surface water bodies (mostly freshwater) are frequently used as a source of eDNA, as most terrestrial organisms need to regularly visit those for drinking, hunting, or grooming (Table 2). Hereby, the DNA of the terrestrial mammals accumulates in the water while they interact with it and can be captured and concentrated for genetic analysis.

TABLE 2. Previous studies that utilized water samples of surface water bodies to detect terrestrial mammals. Given are the geographic locations of the study, the scope/target organisms, and the type of surface water body utilized.
Study Study area Target organism(s)/scope Water body
Schenekar et al. (2024) Southern Africa Mammalia Semi-natural waterholes
Croose et al. (2023) Europe European mink Mustela lutreola Rivers
Holm et al. (2023) Europe Vertebrata Rivers
McDonald et al. (2023) Australia Mammalia Granite rock-pools and cattle troughs
Farrell et al. (2022) Southern Africa Mammalia Artificial waterholes
Suryobroto et al. (2022) South-East Asia Mammalia Saltlicks
Mas-Carrió et al. (2022) Central Asia & Southern Africa Mammalia Stagnant water bodies/waterholes
Wilcox et al. (2021) North America Jaguar Panthera onca Ponds
Lyet et al. (2021) North America Mammalia Rivers
Mena et al. (2021) South America Mammalia Stagnant and running water bodies
Broadhurst et al. (2021) Europe Mammalia Rivers
Macher et al. (2021) Europe Vertebrata Rivers
Furlan et al. (2020) Australia Vertebrata Waterholes
Sales et al. (2020a) South America Mammalia Rivers
Sales et al. (2020b) Europe Mammalia Rivers
Seeber et al. (2019) Southern Africa Mammalia Natural and artificial waterholes
Davis et al. (2018) North America Wild pigs Sus scrofa Natural ponds, streams, and wildlife guzzlers
Williams et al. (2017, 2018) North America Wild pigs Sus scrofa Artificial wallows
Ushio et al. (2017) East Asia Mammalia Forest ponds
Klymus et al. (2017) North America Vertebrata Natural ponds and cattle tanks
Rodgers and Mock (2015) North America Coyotes Canis latrans Artificial water sources (buckets)

Given this growing application of aquatic eDNA deposited by terrestrial mammals, basic information is urgently needed about eDNA shedding rates via animal-water interactions. A major difference to the previously conducted experiments of aquatic organisms is that terrestrial mammals do not permanently live in the sampled substrate (water) but interact with it for a limited amount of time. The interaction can be manifold, ranging from very limited interaction through drinking to full body immersion, such as when wallowing or swimming. With this variation in contact, eDNA shedding rates are expected to vary drastically. However, to date there has not been an effort to quantify these.

In this study, we conducted the first ever attempt to quantify eDNA shedding rates from a terrestrial mammal while interacting with freshwater. We specifically assessed eDNA deposition of domestic dogs in water bodies from five different interactions: (A) passing by, (B) drinking, (C) crossing through, (D) standing still, (E) defecating. The results reveal how different interaction types affect the amount of eDNA deposited in surface water bodies, and we estimate the eDNA shedding rates for several water interactions.

2 Methods

2.1 Experimental Setup

Experiments were carried on five different trial days to produce five independent replicates for each dataset and run between June 26th and August 24th, 2023. Therefore, 5 × 5 = 25 (five dogs, five interactions each) interactions were tested each day, with an overall of 125 interactions across all five trial days. Hereby, the order of dogs was kept the same across all 5 days as this proved easier for dog handling. On each trial day, all five interaction types were assessed by setting up one water body per interaction type (Figure S1). As water bodies, dog pools (Ø 80 cm, height 30 cm) were utilized. Pools were placed on a 2 × 2 m plastic cover and evenly spread out across the experimental area (separated at least 5 m apart from each other) and were filled up with 50 L of well water. The only exception to this was the water body for “B-drinking” (see below), for which a 48 × 30 × 26 cm polypropylene plastic box was utilized and filled with 13 L of well water. One additional pool was set up as a control pool in the centre of the experimental area, with no interaction, to quantify airborne dog eDNA deposition during the timespan of an entire trial day from dog presence in close vicinity.

The five interactions tested were (Figure 1): A—passing by: The dog was walked around the pool within 1 m distance to the pool for 2 min. B—drinking: The dog was allowed to drink ad-libitum for approx. 5 min, measuring the time of actual snout-to-water contact and targeting at least 30 s of snout-to-water contact per run. To encourage drinking, up to 10 mL of diluted carrot juice was dispensed into a (bleached) feeding bowl that was submerged in the water. C—crossing through: The dog jumped into the pool and out on the other side. The estimated interaction time per crossing was 2 s. D—standing still: The dog entered the water and stood still for 2 min. E—defecating: A freshly (< 5 h) deposited dog scat was placed in the pool and incubated for 2 min. The interaction times were chosen (1) to reflect real-world interaction times but also (2) what proved feasible to be repeated in a consistent manner by the dogs.

Details are in the caption following the image
The five interactions tested in this study: (a) passing by, (b) drinking, (c) crossing through, (d) standing still and (e) defecating.

For each interaction, five runs were carried out consecutively, repeating the same interaction with the five different dogs. For the “defecating” interaction, an additional scat was placed after 2 min incubation each. All five dogs were females of the same breed (Lagotto Romagnolo, Figure S2), weighing between 12.4 kg and 13.5 kg, each. All scats of the “defecating” experiment were weighed (mean: 55.9 g, stdev: 19.2 g). After each run, the water of the pool was vigorously stirred and two replicate water samples, 250 mL each, were collected and stored on ice until filtration (all within 6 h). Of the control pool, one set of duplicate samples was taken before the beginning of the experimental runs and one set of duplicate samples were taken at the very end of the experimental runs.

Water samples were filtered through a 25 mm glass fiber disc filter (GF/F filters, nominal pore size of 0.7 μm, Whatman) via a 25 mm Swinnex filter holder and using 50 mL disposable hand syringes (Omnifix, B. Braun). Filters were preserved in 700 μL Longmire's solution (0.1 M Tris, 0.1 M EDTA, 10 mM NaCl, 0.5% SDS, Longmire et al. 1997; Renshaw et al. 2015) and stored at −20°C until DNA extraction. All sampling equipment (syringes, filter holders, forceps, sampling bottles etc.) were soaked in 10% bleach for 30 min, followed by soaking in deionized water for 30 min and then air-dried before being (re-)used. Large equipment (dog pools, polypropylene box, plastic covers, etc.) was rinsed with tap water, thoroughly wiped with 50% bleach, rinsed with tap water again, and air-dried. The protocol and procedures employed concerning live animals were approved by the Local Ethics Committee of the University of Graz (GZ. 39/84/63 ex 202122).

2.2 DNA Extraction, Primer Design and qPCRs

DNA was extracted from the filters using the DNeasy Power Soil Pro Kit (Qiagen) using the protocol described in Schenekar et al. (2024). Briefly, each filter was carefully removed from the sampling tube and cut into 1–2 mm pieces using sterile forceps, a scalpel, and a weighing boat. The snippets were transferred to a Power Bead Pro tube containing 800 μL buffer CD1. The filter and buffer in the Power Bead Pro tube were then homogenized at 4000 rpm for 60 s using an MP FastPrep 24 Homogenizer. The rest of the protocol followed the manufacturer's instructions.

The two sampling replicates taken after each run were pooled in the course of the extraction in order to receive one independent sample per sampling event by pooling the snippets of the two filters into one Power Bead Tube Pro tube before homogenization. DNA extracts were eluted in 100 μL buffer C6 of the extraction kit. With each extraction batch (up to 11 extractions), one extraction blank was included (14 extraction blanks in total). DNA extracts were stored at −20°C until qPCR. DNA extractions and setup of qPCRs were carried out in a dedicated low-template DNA laboratory under two separate laminar flows for DNA extractions and PCR setup. Laminar flow workstations were irradiated with UV light for 30 min between work sessions.

We designed dog-specific primers on the mitochondrial cytochrome oxidase 1 (COI) gene using the DesignPrimers function of the DECIPHER package (Wright et al. 2014; Wright 2015) by designing a primer pair with the highest priming efficiency for Canis lupus while minimizing priming efficiency with non-target species, most notably human Homo sapiens, as well as other central European mammal species known to occur in suburban areas where the experimental trials were conducted (17 species and 371 sequences in total—see Table S1 for full species and reference sequence list). Species specificity of the primer pair was tested in silico via Primer Blast (Ye et al. 2012). A TaqMan probe was designed manually, aiming to maximize mismatches with H. sapiens. Final sequences of designed primers and probe were: DogCOI01_fwd: 5′-TTGTGGGAGTAAATATAACTTTCTT-3′, DogCOI01_rev: 5′-GAGGAGACGGTATTTCAGG-3′ for forward and reverse primers, respectively, and DogCOI01_pro: 5′-FAM-TGGGTAGTCAGAGTATCGACGAGGT-BHQ-3′ for TaqMan probe, amplifying a 112 bp amplicon of the COI gene. In vitro testing focused on potential co-amplification of human DNA, as this was expected to be the main source of non-target contamination in the samples. For this, we extracted DNA from buccal swabs of both humans and domestic dogs using the DNeasy Blood & Tissue Kit (Qiagen) using the user-developed saliva protocol (Qiagen 2006). Specificity of the designed primers and probe was conducted on four different human samples and two dog samples (duplicate PCR replicates with every sample). An eight-point standard curve was generated from the dog saliva DNA extracts using 1:10 dilution steps (from 2.14 ng/μL to 2.14 × 10−7 ng/μL), with four PCR replicates per dilution step in order to quantify the assay's efficiency and for conversion of CT-values to absolute target DNA quantities. PCR reaction setup and cycling conditions of the standard curve were identical to conditions of the eDNA samples (see below). For the determination of the assay's limit of quantification (LOQ) and limit of detection (LOD) calculations, we used the approach of Klymus et al. (2019) and applied the LOD/LOQ calculator of Merkes et al. (2019).

For each eDNA sample, eight qPCR replicates were conducted. Each qPCR reaction contained 2 μL template DNA, 300 nM of the forward and reverse primer, respectively, 200 nM of the TaqMan probe, 6.25 μL of TaqMan Environmental Master Mix 2.0 (Thermo Fisher Scientific) and dH2O up to a total reaction volume of 12.5 μL. PCR cycling conditions consisted of an initial stage at 95°C for 10 min, followed by 50 cycles at 95°C for 15 s and 60°C for 1 min and was performed on a Corbett Rotor-Gene 3000 (Qiagen). Filter and extraction blanks were run along with the field samples and with each PCR batch, two PCR negative controls were included, as well as two dilutions of dog saliva DNA extracts as positive controls.

2.3 Statistical Analyses

CT-values were converted into absolute target concentration in the DNA extract (CE, in ng DNA/μL DNA extract) using the received standard curve formula:
C E = 10 0.281 * C T + 6.682 $$ {C}_E={10}^{\left(-{0.281}^{\ast }{C}_T+6.682\right)} $$
and the built-in analysis software of the Rotor-Gene machine. This concentration was converted into absolute target DNA concentration in the filtered water using the formula:
C W = C E * V E V P $$ {C}_W=\frac{{C_E}^{\ast }{V}_E}{V_P} $$
whereby CW is the concentration of the respective target DNA in the water sample (in ng/mL), CE is the concentration of the target DNA in the DNA extract (in ng/μL), VE is the elution volume of the DNA extract (100 μL) and VP is the water volume processed for each sample (in mL). Mean CW for each sample was calculated across all eight qPCR replicates (with non-amplifications considered as zeros), as well as the number of qPCR replicates that amplified. Mean CW was then converted into total amount of DNA in the water body (in ng) by multiplying CW by the water volume (initially 13 L for drinking and 50 L for the other pools, minus the volume already collected from these pools before collecting the respective sample). Statistical analysis was conducted using R version 4.3.2 (R Core Team 2023) in RStudio 2024.04.2 (Posit team 2024) and using the R packages dplyr (Wickham et al. 2020), lmerTest (Kuznetsova et al. 2017), glmtoolbox (Vanegas et al. 2024), glmmTMB (Brooks et al. 2017), dHARMa (Hartig 2024), ggplot2 (Wickham 2016), RColorBrewer (Neuwirth 2022) and gridExtra (Auguie 2017). The mean (± standard deviation) interaction time, number of amplifications and total DNA in water body were calculated across all five trial days for each interaction type and run number. Boxplots were generated to visualize the total DNA in the water body for each interaction type and run number. To test for the effects of interaction type and interaction time on the total amount DNA shed, generalized linear mixed modeling (glmm) was carried out with interaction type and interaction time (cumulative over the five runs) as fixed effects and run number/dog as well as trial day as random effects and using a gamma distribution and a log link. To allow for analysis with the gamma distribution, zero-value cases of total DNA per water body were recoded to 0.001. Moreover, the DNA amounts of the “defecating” trials were corrected to account for multiple scats in the water body that were shedding their DNA simultaneously from run 2 onwards, by calculating the hypothetical total DNA amount produced per scat using the formulas given in Data S1. The full glmm revealed that both run_number and date_replicate had very low variances. Therefore, the model was simplified stepwise by excluding run_number first, followed by date_replicate as random effects, while controlling for model fit. Model fit of the full and simplified models were compared using a likelihood ratio test, which revealed an equal fit of the simplified model without random effects (Data S1). Additionally, an analogous model using a tweedie distribution was fitted to the data, which significantly increased model fit (Data S1) and this model was kept for final data interpretation. For calculation of shedding rates, a generalized linear regression of interaction time (cumulative) on the total amount of DNA in water body per individual was carried out for each interaction type, using a gamma distribution and the “identity” link. Adjusted deviance-based R-squared values (Vanegas et al. 2024) were calculated to indicate model fit. Model coefficients of interaction time were converted to shedding rates in “nanogram per minute per individual (ng/min/ind) as well as in “picogram” per hour per individual” (pg/h/ind).

3 Results

3.1 Development of Dog-Specific TaqMan qPCR

The Primer Blast search resulted in no significant blast matches with non-target species (particularly not humans). Additionally, no amplification was observed in any human saliva sample, whereby the dog saliva samples readily amplified, confirming the assay's specificity. The efficiency of the developed protocol quantified via the generated standard curve was 0.91 and R2 was 0.9972. The limit of quantification (LOQ) was determined to be 2.14 × 10−7 ng/μL, whereby the limit of detection (LOD) could not be calculated from the generated standard curve as it fell below the concentration of the highest dilution of the standard curve. So conservatively, the LOD was assumed to coincide with the LOQ.

3.2 Quantification of Shed Dog DNA in the Experimental Trials

None of the filter blanks, extraction blanks, or PCR blanks showed any amplification in any reaction and were therefore excluded from further analysis. During run 2 of the “passing by” interaction of trial Day 2, the dog briefly touched the water with one paw, resulting in a drastic increase in DNA concentrations in the samples 2–5 of this trial (Figure S3), samples of runs 2–5 of this trial were removed from statistical analyses.

Amplifications were observed for all interaction types, whereby eDNA samples from datasets “drinking”, “crossing through”, “standing still” and “defecating” all amplified in eight out of eight qPCR replicates (with one exception: run 2 of one of the “defecating” interactions, with six out of eight amplifications; Figure S4). With the interaction “passing by”, a steady increase in amplification rate was observed from run 1 (0.8 amplifications on average) to run 5 (3.5 amplifications on average). From the control pool, none of the samples taken at the beginning experiment amplified, whereby 0.6 reactions amplified on average at the end of the experiment. The mean concentrations of all but one (total: 136) samples that amplified fell above the limit of quantification (LOD/LOQ: 2.14 × 10−7 ng/μL DNA extract; concentration of the one sample that fell below: 1.65 × 10−7 ng/μL DNA extract).

The total DNA in the water body after run 5 differed by several orders of magnitude among interactions (Figure 2, Table 3). Hereby, “defecating” produced the most DNA in the water bodies, with a mean value of 14,494 ng in the water body after run 5. This was followed by “crossing through” (749 ng), “drinking” (391 ng), “standing still” (215 ng) and “passing by” several orders of magnitude lower (0.062 ng). The control pool contained, on average 0.036 ng at the end of the trial days.

Details are in the caption following the image
Total dog DNA per pool after the respective runs for the five interactions tested (plus control pool without any interaction) across all trial days. Boxes represent interquartile ranges with whiskers extending to 1.5 times the interquartile range from the 25th and 75th percentile. Horizontal lines indicate medians and outliers are given as points. X-axis represents the run number (for tested interactions, panels A–E), and the sampling time point of the control pool (panel F). Note the different scales on the y-axes across panels.
TABLE 3. Summary statistics of interaction experiments. Given are the interaction times for each run for every interaction type, the number of amplifications received out of the eight PCR replicates per sample, and the total DNA in the water body when the sample was taken. Numbers are mean values across all five trial days with standard deviations in brackets.
Interaction type Run number Interaction time cumulative (s) Number of amplifications Total DNA in water body (ng)
A—passing by
1 120 (±0) 0.8 (±0.8) 0.015 ± (0.02)
2 240 (±0) 0.5 (±0.6) 0.08 ± (0.009)
3 360 (±0) 1.75 (±2.4) 0.023 ± (0.028)
4 480 (±0) 2.25 (±2.9) 0.046 ± (0.057)
5 600 (±0) 3.5 (±2.9) 0.062 ± (0.073)
B—drinking
1 32.8 ± (11.5) 8 (±0) 143.275 ± (55.128)
2 67.2 ± (22.2) 8 (±0) 284.464 ± (200.657)
3 106.8 ± (23.2) 8 (±0) 315.355 ± (220.748)
4 142.8 ± (23.5) 8 (±0) 315.355 ± (200.289)
5 177.2 ± (25.9) 8 (±0) 390.725 ± (251.654)
C—crossing through
1 14 (±0) 8 (±0) 88.650 ± (84.379)
2 28 (±0) 8 (±0) 235.667 ± (115.771)
3 42 (±0) 8 (±0) 325.038 ± (204.230)
4 56 (±0) 8 (±0) 506.136 ± (227.424)
5 70 (±0) 8 (±0) 749.381 ± (428.720)
D—standing still
1 120 (±0) 8 (±0) 66.131 ± (78.143)
2 240 (±0) 8 (±0) 111.215 ± (109.399)
3 360 (±0) 8 (±0) 120.036 ± (94.458)
4 480 (±0) 8 (±0) 188.148 ± (99.451)
5 600 (±0) 8 (±0) 214.851 ± (104.274)
E—defecating
1 120 (±0) 8 (±0) 381.330 ± (426.465)
2 240 (±0) 7.6 (±0.9) 1956.934 ± (1729.543)
3 360 (±0) 8 (±0) 7920.198 ± (6002.859)
4 480 (±0) 8 (±0) 10520.032 ± (9114.899)
5 600 (±0) 8 (±0) 14494.228 ± (12865.360)
F—control
0—start 0 (±0) 0 (±0) 0 ± (0)
6—end 6180 (±164.3) 0.6 (±0.9) 0.018 ± (0.033)

The glmm revealed significant effects of interaction time and interaction type on the deposited eDNA (Table 4). For the latter, all interactions differed significantly from the reference category “passing by”.

TABLE 4. Results of the glmm (using tweedie distribution) to test the effects of interaction type and interaction time on the amount of DNA shed per individual. Given are estimates for each coefficient (with standard errors in brackets), degrees of freedom (df), the T-statistic (T-value) and the p-values of the significant test (Sign.).
Fixed effect Level Estimate Z Sign.
Intercept −4.989 (±0.358) −13.94 < 0.001
Interaction type Drinking 10.225 (±0.360) 28.41 < 0.001
Interaction type Crossing through 10.731 (±0.377) 28.44 < 0.001
Interaction type Standing still 8.486 (±0.329) 25.81 < 0.001
Interaction type Defecating 11.360 (±0.320) 35.54 < 0.001
Interaction time 3.84 × 10−3 (±6.48 × 10−4) 5.92 < 0.001

Generalized linear regressions revealed a significant effect of interaction time on the amount of DNA shed per individual for the interactions “drinking” “crossing through” “standing still” and “defecating” but not for “passing by” and “control” (Table 5, Figure 3). For the significant interactions, shedding rates varied between 18.3 ng/min/ind (standing still) and 645 ng/min/ind (defecating), whereas the non-significant interactions (passing by and control) had much lower shedding rate estimations (0.004 and 0.0001 ng/min/ind, respectively).

TABLE 5. Results of the generalized linear modeling of the amount of DNA shed and interaction time for the individual interaction types. Given are the coefficients for the intercept and for interaction time, the adjusted R-squared values of each model as well as the calculated DNA shedding rates. Numbers in brackets indicate standard errors and asterisks indicate significant effects of the respective coefficient (***p < 0.001, **p < 0.01, *p < 0.05).
Interaction type Model coefficients Model fit DNA shedding rates
Intercept Interaction time Adjusted R-squared (ng/min/ind) (pg/h/ind)
A—passing by 3.99 × 10−3 (±1.03 × 10−2) 7.18 × 10−5 (±4.29 × 10−5) 0.062 4.31−3 (±2.58 × 10−3) 2.59 × 102 (±1.55 × 102)
B—drinking 8.88 × 101 (±5.38 × 101) 1.99 × 100 (±6.87 × 10−1)** 0.071 1.20 × 102 (±4.12 × 101) 7.17 × 106 (±2.47 × 106)
C—crossing through -5.63 × 101 (±4.21 × 101) 1.03 × 101 (±1.95 × 100)*** 0.509 6.17 × 102 (±1.17 × 102) 3.70 × 107 (±7.02 × 106)
D—standing still 3.02 × 101 (±3.21 × 101) 3.04 × 10−1 (±1.20 × 10−1)* 0.183 1.83 × 101 (±7.18 × 100) 1.10 × 106 (±4.31 × 105)
E—defecating −9.15 × 102 (±3.59 × 102)* 1.08 × 101 (±2.46 × 100)*** 0.445 6.45 × 102 (±1.48 × 102) 3.87 × 107 (±8.87 × 106)
F—control 9.99 × 10−4 (±5.4 × 10−4) 2.85 × 10−6 (±1.62 × 10−6) 0.464 1.71 × 10−4 (±9.73 × 10−5) 1.03 × 101 (±5.84 × 100)
Details are in the caption following the image
Shed DNA per individual as a function of interaction time for the five interaction types tested as well as the control pool. Colored dots indicate measurements of the trials and dashed lines connect data from the same trial-day. Solid lines indicate generalized linear models with the 95% confidence interval given in the shaded area. Note the different scales on the y-axes across panels.

4 Discussion

This study represents the first effort to quantify eDNA shedding rates of a terrestrial mammal into surface water bodies while interacting with them. Every interaction resulted in detectable DNA, with all direct interactions having virtually 100% detection probability. Although the indirect interaction (“passing by”) resulted in detectable DNA in the water body as well, the detection probability never reached 100%. The control pool resulted in amplifications from two out of five replicates at the end of the trial days (with one and two out of eight amplifications respectively), revealing a very unreliable detection probability even if the target organism has been in the ultimate vicinity during the last 1–2 h.

eDNA shedding rates differed by several orders of magnitude among interactions, generally following the trend of more intense interactions leading to more eDNA shed. The control pool contained on average only a small fraction (1/25th) of the final concentration of the “passing by” pool, which was the tested interaction having the lowest DNA concentrations measured. Therefore, we deem that airborne eDNA deposition during the experimental trials was negligible. “Crossing through” and “defecating” had the highest eDNA shedding rates, both with approximately 4 × 107 pg/h/ind, whereas the other two direct interactions were one order of magnitude less. Note that per our unit definition for the “defecating” interaction, “per individual” is equal to “per scat”. In the previous studies on eDNA shedding rates, where rates were also in mass DNA per time per individual (Pilliod et al. 2014; Sassoubre et al. 2016; Allan et al. 2020, see Table 1), the reported overall shedding rates fell several orders of magnitude below the shedding rates of “crossing through” and “defecating”, but none of these studies focused on terrestrial mammals. However, we would like to highlight that while our study design allowed us to assess the shedding rates of specific interaction types individually, the aforementioned studies did not differentiate between these interaction types. As a result, their calculated shedding rates likely represent a combination of multiple behaviors. This makes direct comparisons of the absolute numbers difficult.

Previous studies also showed drastically differing shedding rates among species with the same environmental conditions (Allan et al. 2020), which has been attributed to different body plans of animal forms. The most relevant distinctive feature of the body plan of terrestrial mammals is clearly the possession of hair or fur on their skin, which is frequently lost and replaced by the body (Ling 1970). These lost hairs, when shed with parts of the follicle cells they grow from, are presumably a major contribution to eDNA shed by terrestrial mammals. Hair and skin cells are presumably also the major source of eDNA in our studies for the interactions “passing by”, “crossing through” and “standing still”. The eDNA of the “drinking” interactions presumably stems from a mixture of epithelial cells from the buccal cavity and tongue as well as skin and hair follicle cells from the outside of the dog snout, which was partially submerged while drinking. eDNA from the “defecating” interactions presumably stems largely from epithelial cells of the digestive tract. Physical forces and abrasion through active movement through water seem to drastically increase eDNA shedding, as shown by the higher shedding rates from the interaction “crossing through” (4 × 107 pg/h/ind) than “standing still” (1.10 × 106 pg/h/ind). Increased eDNA shedding through abrasion could therefore also contribute to increased eDNA shedding observed at higher animal activities (i.e., increased movement of individuals; Thalinger et al. 2021) or higher individual densities or biomass (Klymus et al. 2015; Jo et al. 2019).

Given the comparably high eDNA shedding rates from scat and from active animal movement through water, we conclude that direct water interactions are an important factor for eDNA deposition of terrestrial mammals into surface water bodies. For this, the water body needs to be accessible for the animal so that physical movement into or through it is possible, and/or defecation into the water body is likely. The latter also depends on the biology and behavior of the target species and is particularly likely for semi-aquatic mammals, such as beavers or hippopotamuses. However, if defecation into the water occurs, feces typically remain in the water body and may release eDNA over an extended period. In our experiment, scat proved to be a highly productive source of eDNA showing constant eDNA emission over the entire sampling period. Feces has also been suggested as an important source of eDNA for aquatic organisms (Klymus et al. 2015; Stewart 2019; Wilder et al. 2023) and the pivotal role of scat as a source of eDNA also highlights the importance of how defecation is handled in eDNA shedding experiments of aquatic organisms. Although several studies did not report on scat removal during the experiments, Jo et al. (2019, 2020) removed feces 1 h after feeding and starved the fish on the sampling day, and Maruyama et al. (2014) excluded data from one trial because of observed feces in the tank.

We would like to emphasize that the ultimate amount of target eDNA in a water body is influenced by additional factors that were beyond the scope of this study. These include: (1) The frequency of individual interactions: For instance, in a water body where animal crossings occur frequently but defecation is relatively rare in both frequency and duration, the dominant source of eDNA might not be defecation. This would be especially true given the comparable eDNA shedding rates observed for these two interaction types. (2) The degradation rate of target eDNA: Degradation rates can vary substantially among water bodies due to a variety of abiotic and biotic factors. These include water chemistry, temperature, microbial activity, and UV exposure. Ideally, these rates should be assessed for each specific natural setting to make robust inferences about species presence or abundance (Barnes et al. 2014; Allan et al. 2020). Furthermore, degradation can be affected by the molecular state of the target DNA, as highlighted by Sedlmayr and Schenekar (2024). (3) The time span since the interaction: The duration between the eDNA-releasing interaction and sample collection can also significantly impact the quantity of eDNA detected, as older eDNA is more prone to degradation.

The possibility of scat as eDNA origin further complicates interpretations of waterborne eDNA in these systems, as scat can enter the water independently of the organism it originated from, for example, by adhering to the paws or hooves of other animals. These remnants can lead to species detections even when the target species was never directly near the water body.

Finally, consistent with previous studies (Allan et al. 2020), we observed high variability in eDNA concentrations across replicates, as indicated by the low R-squared values in our generalized linear regressions used to estimate shedding rates. We exerted maximum effort to mix the water bodies in order to homogenize the water bodies before sampling; however, more intense mixing would have affected the integrity of scat samples in the water body, reducing the comparability to natural systems. The high variability among replicates could be due to the high stochasticity of eDNA deposition during shedding processes, leading to considerably varying eDNA concentrations among experimental runs using the same interaction. Alternatively, this variability could originate from the patchiness of eDNA concentrations in water bodies, which is particularly known from stagnant water bodies, where mixing of dissolved particles is less likely (Brys et al. 2021; Bruce et al. 2021; Schenekar et al. 2024). However, to confirm either, additional experiments using multiple independently analyzed eDNA sampling replicates per experimental run are needed. In any case, this phenomenon underscores the importance of thorough sampling replication.

This study was the first one to quantify eDNA shedding rates from a terrestrial mammal. However, future work is needed to expand this work to other species and interactions, as shedding rates have been shown to vary greatly among species and among interactions. Furthermore, as mentioned in the introduction, the total amount of DNA in a given system results from a combination of eDNA, shedding rate, interaction duration/frequency, and eDNA degradation. In our tested system, different types of interactions are highly likely to shed different types of cells into the water (e.g., epithelial cells of the oral cavity via drinking, hair follicle and skin cells via passing through and epithelial cells of the intestinal tract via defecation). These cells vary in their physiological structure (e.g., keratinization) which is likely to affect also eDNA degradation rates (Mercer 1965; Born et al. 1992; Sedlmayr and Schenekar 2024). Therefore, assessing tissue-specific degradation rates of eDNA is highly needed to gain a better understanding of the factors affecting the eDNA amount of a target organism at a given time. Finally, the frequency of specific interactions additionally determines their contribution to the total eDNA deposited by a species in a given system. These are expected to be highly variable across systems, and additional research is required to quantify these for a specific study system. However, our study reveals the importance of direct interaction of terrestrial mammals with the waterbody for eDNA deposition. Taken together, a better knowledge of eDNA shedding rates and degradation rates, also from terrestrial animals, is crucial in our understanding of how to interpret eDNA-based results and is therefore essential for the further development of this tool for biodiversity assessments.

Author Contributions

G.S. and T.S. conceived the study design and carried out the field experiments. T.S. conducted laboratory work and statistical analyses. T.S. wrote the first draft of this manuscript, and G.S. made contributions to the final version of this manuscript.

Acknowledgments

First and foremost, we would like to thank Quora, Ulma, Camou, Pompeia, and Iuma for their enthusiastic participation in the experimental trials. Furthermore, we thank D. Hummel and H. Schenekar for their support in conducting the experimental trials, water filtering, and cleaning equipment, and S. Weiss for feedback on the initial version of this manuscript. This research was funded in whole or in part by the Austrian Science Fund (FWF) [10.55776/P35059]. For the purpose of open access, the author has applied a CC BY public copyright license to any Author Accepted Manuscript version arising from this submission.

    Conflicts of Interest

    The authors declare no conflicts of interest.

    Data Availability Statement

    Raw qPCR data and R scripts of statistical analyses are included as Data S2 in this publication.

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