Research Article |
Corresponding author: Catherine E. de Rivera ( derivera@pdx.edu ) Academic editor: Amy Fowler
© 2025 Catherine E. de Rivera, Amy A. Larson, Benjamin G. Rubinoff, Luna R. Soto, Seth L. Wright, Edwin D. Grosholz, Gregory M. Ruiz, Andrew L. Chang.
This is an open access article distributed under the terms of the CC0 Public Domain Dedication.
Citation:
de Rivera CE, Larson AA, Rubinoff BG, Soto LR, Wright SL, Grosholz ED, Ruiz GM, Chang AL (2025) Consumption pressure in estuaries peaks at intermediate salinities. In: Fowler A, Robinson T, Bortolus A, Canning-Clode J, Therriault T (Eds) Proceedings of the 11th International Conference on Marine Bioinvasions. Aquatic Invasions 20(1): 153-173. https://doi.org/10.3391/ai.2025.20.1.151447
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The nature and strength of biotic interactions change along stress gradients, but the importance of these interactions across estuarine gradients is under studied. Here, we examined how consumption varies across estuarine salinity gradients by deploying standardized baits (‘squidpops’) to measure consumption pressure along the gradients of five estuaries in Oregon, USA. The relationship between consumption and stress was nonlinear: consumption pressure peaked slightly at mid salinity and decreased at low salinity, especially as temperature increased, in the five estuaries studied. This finding does not support either of two existing models for consumption across gradients, including the Consumer Stress Model and a consumer extension of the Salinity Range Model. The pattern of consumption aligns better with the Prey Stress Model or the Invasion Stress Model, and the latter predicts that successful invasion by stress-tolerant predators extends consumption pressure further upstream along estuarine stress gradients than the Consumer Stress Model. Although these estuaries have been invaded by the crab Carcinus maenas, our catch data did not support the expected greater numbers of these invasive, stress-tolerant predators mid estuary or an expected relationship with native predators, as C. maenas was trapped in low abundance throughout each estuary. While our catch data did not directly support the Invasion Stress Model, we found that individual C. maenas ate more squid in lab experiments when at intermediate salinities than fresher salinities. Overall, our field and lab results suggest consumption peaked at mid estuary, at intermediate to high stress, in these temperate estuaries. The Invasion-Stress Model needs more testing to evaluate whether it, the Prey Stress Model, or a new model is best supported and can predict ecological impacts from changes in precipitation patterns and biological invasions, as well as other environmental stressors for estuarine food webs.
Carcinus maenas, consumer-stress relationship, estuarine gradient, invasion-stress hypothesis, salinity gradient, squidpops, stress gradient
The strength and effects of biotic interactions change across a variety of stress gradients including elevation gradients (Preszler and Boecklin 1996;
Estuaries are highly productive ecosystems with important foundational habitats such as salt marshes, mangroves, and eelgrass beds, as well as important human infrastructure such as ports, marinas and mariculture. Gradients of salinity, temperature, turbidity, and other variables characterize these dynamic systems and vary as a function of distance from freshwater and ocean sources (
Estuaries are some of the most invaded ecosystems in the world (
Theoretical predictions on the relative importance of consumption (blue dash) and environmental stress (red solid) in structuring communities, with increasing distance along estuarine gradients (standardized to % of estuarine length), translating to increased physiological stress for marine organisms A the Consumer Stress Model (CSM) proposed by
One test of these models in estuaries favored the Consumer Stress Model. Sites further up estuary had lower trophic cascade strengths than ones toward the mouth due to decreased predator abundances in the higher stress, up-estuary sites (
We therefore set out to test in five Oregon (Pacific Northwest USA) estuaries whether consumption of standardized baits decreases along estuarine gradients in line with the Consumer Stress Model, whether there is a delayed decline with distance into an estuary aligned with the Invasion Stress Model, whether it increases along the gradient as predicted by the Prey Stress Model, or whether consumption dips mid estuary, where salinity fluctuations are greatest and diversity is lowest (Fig.
We used salinity (short term average and variation) rather than geographic location within the estuary to better compare consumer pressure to a biologically relevant environmental condition as well as to enable comparisons across estuaries and over time. This approach recognizes that the specific location of important shifts or threshold in biological interactions along estuarine gradients are likely to vary within an estuary across tidal cycles, seasons, and weather events. We also expect variation across estuaries based on freshwater inflow, depth, flushing rate. In this regard, salinity represents an important physiological stress as well as a proxy measure for other associated environmental variables.
We measured consumption pressure using standardized baits deployed across the salinity gradient of five estuaries, which varied in size and freshwater input along the coast of Oregon, USA (Table
Study bays: The name, geographic coordinates, size, and range of salinities of the sites we used in each of the five study bays in Oregon, USA.
Location | Latitude, Longitude | Sample dates in main (and supplemental) analyses | Size, hectares1 | Range of site average salinities, PSU (salinities at alternate dates) | Median (and spread) of salinity ranges of the sites | Distance to head of tide, km |
---|---|---|---|---|---|---|
Nehalem Bay | 45.6959°N, 123.9144°W | 19–21 Jun 2024 (13–15 Sep 2022) | 1112.5 | 3.3–19.8 (16.7–32.7) | 12.95 (7.5–22.6) | 24.63 |
Netarts Bay | 45.4028°N, 123.9484°W | 4–6 May 2023 (5–7 July 2022; 21–23 Apr 2022) | 1110.0 | 9.2–27.0 (20.2–31.2; 0.1–23.9) | 25.3 (3.7–29.1) | 10.77 |
Salmon River Estuary | 45.0453°N, 124.0011°W | 1–3 August 2023 (17–19 August 2022) | 177.3 | 11.35–27 (17.3–30.0) | 5.3 (1.3–30.4) | 8.10 |
Siletz Bay | 44.9036°N, 124.0083°W | 17–19 September 2021 (15–17 August 2022) | 591.2 | 6.1–24.8 (0.17–21.9) | 16.4 (0.5–29.6) | 39.82 |
Yaquina Bay | 44.61.70°N, 124.0207°W | 18–20 July 2022 | 1751.9 | 10.2–27.5 | 4.5 (0–6.1) | 41.71 |
We sampled 33 sites across the five estuaries, with 6 to 8 sites per estuary, spanning the estuarine gradient of each. The salinity of these estuaries varies over time and space. We compared across estuaries and time by comparing our survey values on consumer communities at specific salinity values. Towards the mouth, we selected the first access point near the mouth of each bay with stable-enough substrate to retain our sampling gear. Across bays, the average salinity during the sampling time at the sites closest to the mouths ranged from 19.8 to 27.5 PSU (Table
We measured salinity and temperature just above the benthos using a Pro-2030 YSI (Xylem) handheld sampler or refractometer and thermometer at each visit to each site, taking a minimum of 3 measurements per site (at least a measurement near high tide and two around low tide). These measurements were taken across the same 48 hrs in which we sampled the biotic community and consumption pressure. We averaged the readings per site to identify an estimate of the site’s salinity at the time of sampling, and also used these readings to determine the variability of the salinity at the site during the 48 hrs of biological sampling.
We sampled from September 2021 through June 2024 in the dry season, late spring and summer (Table
Arrays of standardized baits provided estimates of relative consumption pressure at each site. Consumers we commonly trapped or saw at the sites included crabs (e.g., C. maenas, Hemigrapsus oregonensis and H. nudus, Cancer productus, Metacarcinus magister, Pagurus granosimanus, and Pugettia producta); small fishes (e.g., Leptocottus armatus, Gasterosteus aculeatus, Cymatogaster aggregata, Pholis ornata and Platichthys stellatus); and also larger predators like seals and sea and shore birds. We followed the published ‘squidpops’ protocols (
In all cases, we measured number of squid baits eaten per array after 24 hrs. Following
In addition to measures of bait consumption, we deployed baited traps and made visual observations to census the crab and fish community across the estuarine gradient, at the same sites and time periods where we measured consumption pressure. We trapped the day before or the day after the consumption assay, with every other site trapped the day before and the other ones after. The standard trapping effort at each of the sites consisted of alternating three minnow traps with 1” openings with three larger Fukui-type collapsible fish traps (also called box traps), with traps separated by at least 20 m from the nearest trap and each separated by at least 40 m from the nearest trap of the same type (e.g.,
We used laboratory trials conducted at Portland State University, Oregon, to examine the effect of salinity on feeding by comparing the amount of bait eaten by C. maenas at different salinities. We brought crabs captured from Netarts Bay in May 2023 to lab and held them for a week under a 12 hr light: 12 hr dark cycle at 20 PSU, 15 °C. We fed the crabs and then after waiting 24 hours, we put an experimentally naïve single C. maenas (males and females 61.3 ± 13.5 mm CW (mean ± SD)), a piece of available squid, and a piece of squid in a bait box (procedural control) for two hours into each of five replicate 18.9 L tanks for each of three salinities. First, we used 34, 22, and 10 PSU. We then ran five more replicates per salinity, using 20, 15, and 10 PSU to hone in on the salinity where there was a decrease in feeding. All squid was weighed to the nearest 0.1 g before and after the feeding trial. For each assay, we subtracted the average amount of change in mass of the procedural controls (squid in containers) for each salinity from each experimental value.
To be able to test the alternate models adequately, we needed to have a range of salinities in each bay. Therefore, we focused our analysis on our sampling with the widest spread of salinities for each bay, even though these data come from different years. We present an analysis of data from all bays from just summer 2022 for a temporally controlled analysis, which suggests similar conclusions, in the Suppl. material
Our overall approach was to use generalized linear models (GLMs) to assess effects of predictor variables on consumer pressure by adding terms sequentially and comparing the models with AIC, then running a segmented regression on the top model (Table
Question | Data subset | Statistical approach | Dependent variable | Independent variables |
---|---|---|---|---|
Do abiotic factors affect consumption across estuarine gradients? | The time period with benthic baits across the broadest salinity range for each bay (Appendix: data from summer 2022) | GLM with gamma distribution and log link, adding terms sequentially and comparing models with AIC | Proportion of baits eaten | Mean salinity; Square of mean salinity; Salinity range; Bay; Mean temperature; Mean temperature × Mean salinity; Catch per unit effort (CPUE) of Carcinus maenas; CPUE of native consumers. |
Do abiotic factors affect consumption across estuarine gradients? | Time period with baits across the broadest salinity range for each bay | Segmented regression, gamma distribution with log link | Proportion of baits eaten | Mean salinity (specified as the segmented variable), Mean temperature, Bay |
Does time period affect the relationship between salinity and consumption? | Netarts Bay only, benthic baits across three time periods | GLM with gamma distribution and log link, adding terms sequentially and comparing models with AIC | Proportion of baits eaten | Mean salinity; Square of mean salinity; Salinity range; Time period; Mean temperature; Mean temperature × Mean salinity; CPUE of C. maenas; CPUE of native consumers |
Does bait height affect consumption? | Netarts and Yaquina Bays only, time periods with the greatest salinity ranges, baits available to benthos versus to species 20 cm above the bottom | GLM with gamma distribution and log link, adding terms sequentially and comparing models with AIC | Proportion of baits eaten | Height of bait; Bay; Mean salinity; Mean temperature; Square of mean salinity; Salinity range; Mean temperature × Mean salinity; CPUE of C. maenas; CPUE of native consumers |
Does salinity affect C. maenas (invasive consumer) distribution along the estuarine gradient? | The time period with benthic baits across the broadest salinity range for each bay | GLM with gamma distribution and log link, adding terms sequentially and comparing models with AIC | Catch of C. maenas as a fraction of all predators; (Appendix: CPUE of C. maenas) | Mean salinity; Square of mean salinity; Salinity range; Bay; Mean temperature; Mean Temperature × Mean Salinity |
Does salinity affect feeding rate of C. maenas? | Laboratory experimental data on 1) 10, 22, 34 PSU; or 2) 10, 15, 20 PSU | GLM with gamma distribution and log link | Change in bait mass | Salinity |
To explore the relationship between proportion of baits eaten and predictor variables, we used generalized linear models (GLM) with a gamma distribution and log link function (Table
Finally, we conducted a segmented regression using the predictors present in the best fit model following the steps in
We then ran several models to better explore the system (Table
To determine the effect of salinity on C. maenas feeding rate, we used a GLM with a gamma distribution and log link. The dependent variable was the change in mass of the bait (also squid) through the experiment minus the average change in mass of the control pieces for that salinity (transformed by adding 0.5 to all values) so all values were positive, and the independent variable was salinity, which in this analysis was a categorical variable (levels; 10, 22, 34; then 10, 15, 20).
No statistical difference was found among the three sampling periods in Netarts Bay for consumption of baits; rather, the linear and polynomial terms of salinity were retained in all of the best fit models, and the best fit model also included temperature and its interaction with salinity (Fig.
Comparison of sampling periods within one bay: The best fit model GLM for the proportion of baits eaten across sampling periods in in Netarts Bay included as a function of the linear and quadratic relationship with average salinity, average temperature, and their interaction (reduced compared to global model). Sampling periods include April 2022, July 2022, and May 2023.
Estimate | Standard error | t-value | Sig. | |
---|---|---|---|---|
Intercept | -1.35 | 0.61 | 2.20 | 0.044 |
Salinity | -0.03 | 0.03 | -0.88 | 0.395 |
Temperature | -0.12 | 0.04 | -3.12 | 0.007 |
Salinity Squared | -0.001 | <0.001 | -2.84 | 0.012 |
Salinity × Temp | 0.006 | 0.002 | 3.02 | 0.009 |
The effect of mean salinity on proportion of baits eaten shown by A Segmented regression plot for all bays combined and B line plots showing the values across salinities in each bay, and C bubble plots that also show the influence of temperature, with plots oriented with lower stress for marine organisms on the left and higher stress on the right.
In the one best fit model, consumption of the tethered baits had a statistical relationship with both the linear and polynomial terms of salinity and also temperature and its interaction with salinity, but not salinity range (Table
Baits eaten along the salinity gradient: The results of the best fit Generalized Linear Model (GLM) for the proportion of baits eaten as a function of the linear and quadratic relationship with average salinity, and also average temperature, and the interaction between salinity and temperature. The original full model also included salinity range, bay, catch per unit effort (CPUE) of C. maenas crabs and, separately, of native predators (crabs and fish).
Source | Estimate | Standard Error | t-value | Sig. |
---|---|---|---|---|
(Intercept) | -0.28 | 1.17 | -0.24 | 0.814 |
Salinity | 0.26 | 0.08 | 3.12 | 0.004 |
Temperature | -0.24 | 0.06 | -3.84 | <0.001 |
Salinity Squared | -0.01 | 0.001 | -5.25 | <0.001 |
Salinity * Temperature | 0.01 | 0.003 | 2.97 | 0.006 |
Despite our prediction and the logic of more baits being eaten when there were more predators, neither the C. maenas catch per unit effort (CPUE) nor the native predator CPUE had a statistical relationship with consumption pressure (Table
In feeding experiments in the laboratory, however, salinity affected the amount consumed, with C. maenas eating less at 10 PSU than higher salinities (Fig.
The effect of salinity on consumption rates in experiments. The results from GLM analysis of lab feeding assays of C. maenas at (A) 10, 22, and 34 PSU, and (B) 10, 15, and 20 PSU.
Likelihood Ratio Chi-Square | df | Sig. | |
---|---|---|---|
(A) Omnibus for 10–22-34 PSU | 6.56 | 2 | 0.038 |
(Intercept) | 7.10 | 1 | 0.008 |
Salinity | 6.57 | 2 | 0.038 |
Parameter estimates | |||
10 PSU (vs. 34) | 5.86 | 1 | 0.015 |
22 PSU (vs. 34) | 0.11 | 1 | 0.741 |
(B) Omnibus for 10–15-20 PSU | 7.46 | 2 | 0.024 |
(Intercept) | 1.78 | 1 | 0.183 |
Salinity | 7.46 | 2 | 0.024 |
Parameter estimates | |||
10 PSU (vs. 20) | 9.25 | 1 | 0.002 |
15 PSU (vs. 20) | 0.11 | 1 | 0.740 |
Introduced crabs, C. maenas, were caught across sites at which the measured average salinities ranged from 5.9 to 27.5 PSU in our main dataset (and from 2.7- 32.6 PSU across the summer 2022 data). Opposite of our prediction, the model with the lowest AIC suggests the proportion of our catch that was C. maenas decreased as a function of variation in salinity at each site; it also varied by bay (Table
Factors affecting Carcinus maenas distribution relative to other consumers within bays: GLM for the fraction of C. maenas relative to all predators, as a function of Bay (shown relative to Nehalem Bay), average temperature, and the quadratic relationship with average salinity.
Source | Estimate | Standard error | t-value | Sig. |
---|---|---|---|---|
intercept | -3.04 | 0.64 | -4.76 | <0.001 |
Bay Netarts | 0.81 | 0.74 | 1.10 | 0.282 |
Salmon | -0.39 | 0.73 | -0.54 | 0.596 |
Siletz | -0.23 | 0.69 | -0.33 | 0.742 |
Yaquina | 2.45 | 0.73 | 3.37 | 0.002 |
Salinity Range | 0.08 | 0.03 | 2.82 | 0.009 |
Overall catch was low for both C. maenas and the native predators. We caught an average of 1.1 C. maenas per trap. Other observed predators in our traps included staghorn sculpin (Leptocottus armatus), small fish (3-spine stickleback Gasterosteus aculeatus, and saddleback gunnels Pholis ornata), Dungeness crabs (Metacarcinus magister), red rock crabs (Cancer productus), and hairy shore crabs Hemigrapsus oregonensis). Combined, these native predators averaged 2.9 individuals per trap; sculpin were the most abundant, averaging 1.8 individuals per trap. Other predators that were observed but not quantified by trapping, included seals, gulls and shorebirds, and some larger fish.
More bait was eaten when it was next to the bottom than when it was 20 cm above the bottom, suggesting consumption was largely from crabs and other benthic predators (Table
Bait height affects consumption: Best fit GLM of consumption pressure (proportion of baits eaten) for Netarts and Yaquina Bays, as explained by bay, the height of the bait (benthic or 20 cm higher), their interaction, and the quadratic relationship with average salinity, average temperature , and the catch per unit effort of C. maenas and of native predators.
Estimate | SE | t-value | Sig. | |
---|---|---|---|---|
(Intercept) | -2.86 | 3.35 | -0.854 | 0.4013 |
Native Predator CPUE | -0.28 | 0.11 | -2.63 | 0.0148 |
Salinity | 0.62 | 0.14 | 4.29 | <0.001 |
Temperature | -0.25 | 0.12 | -2.15 | 0.0419 |
Salinity Squared | -0.01 | 0.003 | -4.24 | <0.001 |
Bait Height | 2.08 | 0.24 | 8.76 | <0.001 |
Contrary to either the Consumer Stress Model (
Although the
The pattern of consumption within an individual estuary is likely linked to the salinities that characterize it. Our sampling of high through low salinities in multiple estuaries produced the consumption pressure curve shown in Fig.
In addition, two other studies measuring consumption pressure along estuarine gradients in Virginia, USA and Queensland, Australia found consumption peaks nearer to the mouth of these estuaries and decreased further up the estuary (
We had expected either a mid-estuary peak in predation or a continued plateau in predation with increased stress levels, and predicted it would be driven by invasion of stress tolerant species. When both predators and prey are stress tolerant and both groups are able to exist at lower salinities along the estuarine gradient, then habitat quality and nutrients may be more important in determining abundance and trophic interactions rather than tolerance of physical stress (
We did find C. maenas along much of the salinity gradient of each of the sampled estuaries and at the full range of salinities except our most marine sites. In addition, we found that in lab experiments they consumed more in fully marine salinity and in salinities typical of mid estuarine areas (15–20 PSU) than at lower salinity (10 PSU). Their reduced numbers at marine salinities combined with their decreased foraging at lower salinities could together generate the observed pattern. However, more data, such as video documentation of the consumption or a clearer trend from trapping, would be needed to be able to conclude that the introduced, stress-tolerant C. maenas drove the observed trend in consumption pressure.
Instead, the Prey Stress Model may capture the data best. The Prey Stress Model suggests that an additive or synergistic pattern between stress and consumer pressure will occur when predators are more stress tolerant (or at least more mobile) than are prey. At some point, however, one would expect stress to limit the consumers as well. If stress-tolerant predators are introduced to an estuary, as happens with some, and perhaps many, marine invasions (
Evaluating the effect of C. maenas on the observed pattern presented challenges due to potential trapping artifacts, a predator community that was not fully represented in traps, and perhaps the effect of salinity on behavior as well as abundance. Despite extensive trapping experience and a general past trend of trapping reflecting abundance, our trapping did not seem to provide an effective estimate of C. maenas numbers or consumption pressure, perhaps due to variation in the abundance and diversity of alternate food resources in the bay for these crabs. We observed and sometimes hand-caught many green crabs from sites where few were caught by our traps. For example, we had a low catch of C. maenas (a total of six crabs in traps across three bouts of trapping: 4 caught in May 2023; 2 caught for July 2022 or 0 in April 2022) from a mid-salinity site in Netarts Bay where on multiple occasions we hand caught over 50 C. maenas in under 1 hr after finishing trapping. Twice we caught many females from under rocks in the intertidal at this site but the other times we caught a mixture of males and females that were walking about in the channel. Hence, although our trap data did not support our predictions in this study, we also question how well CPUE reflected predator abundance in this case so further evaluation is needed. Video recording the baits, if possible given estuarine turbidity, or using multiple or improved methods of estimating green crab abundance and also abundance of other predators we may not have quantified would have helped resolve the driver of the observed consumption pattern. Additionally, there could be an ecological mismatch between C. maenas as predators and the squid baits used as prey in this study—C. maenas are shore crabs that are commonly found in estuaries, and squid could be a novel prey item to C. maenas in the field since offshore squid populations would rarely overlap with the preferred habitat of C. maenas.
In the two bays where we evaluated consumption pressure at different heights, we found many more benthic baits were eaten than baits suspended in the water column. Benthic consumers are therefore likely the main predators driving the trends in consumption pressure in the lower intertidal areas of these estuaries. Based on our observations and catch, we expect crabs were the major consumers on these baits, which is consistent with other work showing that consumption by crabs is more important at higher latitudes, which includes our study sites (
Overall, we found a clear pattern of consumer pressure on benthic baits peaking in the lower mesohaline part of the estuary and, for the first time, examined this pattern across multiple estuaries, suggesting a robust finding across temperate estuaries with a broad salinity gradient. A shift to more stress-tolerant truly estuarine predators, including the invading crab C. maenas, could be contributing to this relationship. Although our catch data did not support this hypothesis, these data may not adequately reflect true consumer abundances, especially C. maenas abundance. Furthermore, our data from the lab studies indicated higher consumption rates as a function of salinity. Therefore, our abundance measure CPUE may not have captured the actual consumer pressure for this species. We also note that there are many aspects of the predator community that change across salinities, and it is challenging to evaluate the effect of a single predator in this context. Future research is needed to determine how the bait data translates to consumer pressure on estuarine prey communities and what drives the relationship. Knowing how stress and biological interactions shape local communities will help predict ecological impacts of climate change, biological invasions, and other environmental stressors.
CEDR: research conceptualization, sample design and methodology; investigation and data collection; data analysis and interpretation; ethics/permit approval; funding provision; and writing. AAL: sample design and methodology; investigation and data collection; ethics/permit approval; funding provision; writing: review & editing. BGR: research conceptualization, consultation on data analysis and interpretation, original writing and editing. LRS: investigation and data collection; review. SLW: investigation and data collection; writing: review. EDG: research conceptualization review and editing. GMR: research conceptualization review and editing. ALC: research conceptualization; data analysis and interpretation; review and editing.
Funding was provided by Portland State University’s Faculty Enhancement Grant program to CED and ALL. The funders had no role in study design, data collection and analysis, decision to publish, or preparation of the manuscript.
Authors had no conflict of interest, followed ethical guidelines for animal handling. It is understood that with submission of this article the authors have complied with the institutional and/or national policies governing the humane and ethical treatment of the experimental subjects, and that we are willing to share the original data and materials if so requested. We conducted the research under scientific research permits from Oregon Department of Fish & Wildlife, permit ## 25871, 26478 and 27163, all entitled ‘Impacts of estuarine gradients on predation intensity and associated research opportunities for undergraduate course
Thanks to many PSU students for their help in the field: Reagan Thomas, Peyton Priestman, Austin Holst, Emma Scott, Rodé Krige, Estrella Soto, Zosia Lynch, Kayla Neal, Mary Munt, Javier Mitchell, Trever Gelling, Stephanie Meikle, Nick Skinner, Patrick Gresh, Rowan Irene, Amanda Gannon, Jacob Rose, Ani Draper, Hannah Roy, Aaron DeLuca, Destiny Hazeri, Sebastian Pacheco, Deanna Michinski, and Kyle Swanson. Thanks too to the organizations that allowed us shore-side access: Jetty Fishery Marina, Kelly’s Brighton Marina, Paradise Cove, Whisky Creek Hatchery, Coyote Rock Marina, & Sunset Marina.
Additional information
Data type: pdf
Explanation note: table S1. Baits eaten along the salinity gradient in Summer 2022: Generalized Linear Model using data from summer 2022 only, for the proportion of baits eaten as a function of bay, the quadratic relationship with average salinity. table S2. Factors affecting Carcinus maenas distribution: GLM for the catch per unit effort of C. maenas as a function of bay, the quadratic relationship with average salinity, salinity range, and average temperature. table S3. No effect of salinity on native predator distribution within bays. Generalized Linear Model for the catch per unit effort of native predators as a function of bay, the quadratic relationship with average salinity, and average temperature.