ABSTRACT
The maximum rate at which animals take up oxygen from their environment (ṀO2,max) is a crucial aspect of their physiology and ecology. In fishes, ṀO2,max is commonly quantified by measuring oxygen uptake either during incremental swimming tests or during recovery from an exhaustive chase. In this Commentary, we compile recent studies that apply both techniques to the same fish and show that the two methods typically yield different mean estimates of ṀO2,max for a group of individuals. Furthermore, within a group of fish, estimates of ṀO2,max determined during swimming are poorly correlated with estimates determined during recovery from chasing (i.e. an individual's ṀO2,max is not repeatable across methods). One explanation for the lack of agreement is that these methods measure different physiological states, each with their own behavioural, anatomical and biochemical determinants. We propose that these methods are not directly interchangeable but, rather, each is suited to address different questions in fish biology. We suggest that researchers select the method that reflects the biological contexts of their study, and we advocate for the use of accurate terminology that acknowledges the technique used to elevate ṀO2 (e.g. peak ṀO2,swim or peak ṀO2,recovery). If the study's objective is to estimate the ‘true’ ṀO2,max of an individual or species, we recommend that pilot studies compare methods, preferably using repeated-measures designs. We hope that these recommendations contribute new insights into the causes and consequences of variation in ṀO2,max within and among fish species.
Introduction
The maximum rate at which an aquatic animal can take up oxygen from its environment is its ṀO2,max (see Glossary). This rate reflects the upper limit for the extraction and delivery of oxygen to tissues to support aerobic metabolism and it is positively associated with the capacity for sustained aerobic performance (Claireaux et al., 2005; Norin and Clark, 2016). In aquatic ectotherms, especially fishes, ṀO2,max is commonly used as a proxy for maximum metabolic rate (MMR; see Glossary), specifically the aerobic component of MMR (Box 1). In addition, ṀO2,max sets the upper boundary of an animal's scope for metabolic activity (Fry, 1947) or aerobic scope (AS; see Glossary) (Clark et al., 2013). AS reflects the animal's capacity to aerobically fuel activities such as foraging, digestion, predator avoidance, migration, growth and reproduction (Fry, 1947; Priede, 1985; Claireaux and Lefrancois, 2007; Clark et al., 2013). A higher AS, indicating a greater capacity to support these activities, may enhance Darwinian fitness in natural populations (Claireaux and Lefrancois, 2007). Conversely, if AS is reduced by a decrease in ṀO2,max (or an increase in standard metabolic rate, SMR; see Glossary), energetic trade-offs among processes that ‘use’ AS could ensue (Killen et al., 2007; Farrell, 2009; Holt and Jørgensen, 2015; Eliason and Farrell, 2016; Farrell, 2016; Metcalfe et al., 2016). Although the time an animal spends at or near its ṀO2,max is likely to be short and species dependent (Priede, 1977; Farrell, 2016), its activities during this time (e.g. predator avoidance, migration or active foraging) might be disproportionately important to its survival. Hence, a high ṀO2,max and, by extension, an expanded AS are thought to benefit individuals, populations and species.
ṀO2,max, the maximum rate at which animals take up oxygen from their environment, is frequently used as proxy of maximum metabolic rate (MMR). Doing so relies upon several seldom-evaluated assumptions (Nelson, 2016; Zhang and Gilbert, 2017), including the following.
(1) Oxygen uptake at the respiratory surface is in steady state with oxygen transport to the tissues and oxygen consumption by the mitochondria. This assumption is probably valid during sustained activity but not necessarily during transitions between activity levels (Farrell and Clutterham, 2003). Hence, measurements of ṀO2 over brief intervals could fail to reflect tissue oxygen consumption.
(2) Oxidative phosphorylation is the exclusive source of ATP production. At high activity levels, oxygen delivery to skeletal muscle does not match ATP demand, whereupon anaerobic metabolic pathways (e.g. glycolysis) are recruited to supplement oxidative phosphorylation (Burgetz et al., 1998), and ṀO2 underestimates metabolic rate.
(3) The ratio of ATP production to oxygen consumed (P:O ratio) by mitochondrial oxidative phosphorylation is constant. Because metabolic rate ultimately reflects the rate of ATP turnover, changes in the P:O ratio would alter the relationship between ṀO2 and metabolic rate. The P:O ratio depends upon the substrate used for mitochondrial metabolism (Hinkle, 2005) and it varies according to physiological state and ecological conditions (Koch et al., 2021; Le Roy et al., 2021; Thoral et al., 2021; Voituron et al., 2022).
In the strictest sense, therefore, metabolic rates (including MMR), are most directly measured as the rate of heat production, i.e. by calorimetry (Regan et al., 2013, 2017). Currently, constraints of calorimeter design generally make this technique impractical for metabolic rate measurements of large, active animals, and it is especially challenging for aquatic animals because of the large heat capacity of water.
Because of these and other caveats, rather than equate ṀO2,max with MMR, it may be more useful (and accurate) to use ṀO2,max for what it is: the maximum rate of oxygen uptake (Nelson, 2016; Zhang and Gilbert, 2017).
Aerobic scope (AS)
A metric that relates ṀO2,max to SMR and is a measure of the capacity for aerobic activities above maintenance levels. Absolute aerobic scope is the difference between these two rates and has the same units as ṀO2, whereas factorial aerobic scope is the ratio of ṀO2,max to SMR and is unitless.
Fick equation
An equation stating that ṀO2 equals the product of cardiac output and the arteriovenous difference in oxygen content.
Intermittent-flow respirometry
A technique for determining ṀO2 in which the animal chamber alternates between a closed phase, during which the rate of oxygen decline in the chamber is measured, and an open phase, when the chamber is flushed with water to restore oxygen levels and remove metabolic wastes. This technique can be automated and multiplexed, allowing long-term ṀO2 measurements of several individuals simultaneously (Clark et al., 2013; Svendsen et al., 2016; Killen et al., 2021; Clark, 2022).
ṀO2
The rate of oxygen uptake by an animal expressed in units of mass or moles of oxygen per unit time. This term is commonly used for aquatic animals, as opposed to the volume of oxygen taken up (V̇O2,max), which is more common for terrestrial animals.
ṀO2,max
The maximum rate of oxygen uptake, reflecting the maximum oxygen flux across the respiratory surfaces of an animal from its environment.
Maximum metabolic rate (MMR)
The theoretical maximum rate of energy expenditure by an animal. In most applications, MMR refers to the maximum aerobic metabolic rate, even though vigorous activity by animals generally relies upon anaerobic processes (e.g. glycolysis) to supplement ATP produced by oxidative phosphorylation (Nelson, 2016).
Peak ṀO2
The highest ṀO2 determined using a specific protocol. For example, peak ṀO2,swim is the highest ṀO2 measured during an incremental swim test; whereas, peak ṀO2,recovery is the highest ṀO2 measured during recovery from exhaustion. This terminology can be extended to other physiological states of elevated ṀO2 (e.g. digestion; Steell et al., 2019).
Standard metabolic rate (SMR)
The minimum rate of energy expenditure by an animal required for maintenance at a given temperature. In fishes, SMR is generally estimated as the lowest stable ṀO2 of a quiescent, post-absorptive animal when measured over an extended period (18–48 h) and is sometimes referred to as ṀO2,min (Chabot et al., 2016b).
Methods to determine ṀO2,max in fishes
The Fick equation (see Glossary) states that ṀO2 (see Glossary) is a function of cardiac output and the difference in oxygen content of arterial and venous blood. Thus, methods to measure ṀO2,max should elicit rates of tissue oxygen consumption that reach the cardiorespiratory limits for oxygen extraction and delivery to the tissues (Jones and Randall, 1978; Rummer and Brauner, 2015; Scott and Dalziel, 2021; Rees et al., 2022). The two most common methods to estimate ṀO2,max in fishes are to use intermittent-flow respirometry (see Glossary) to measure ṀO2 either (1) as a fish swims at increasing speeds against an imposed current in a swim tunnel or (2) during recovery after an exhaustive chase (Clark et al., 2013; Rummer et al., 2016; Svendsen et al., 2016; Norin and Clark, 2016; Killen et al., 2017). Although we focus on these two methods, higher ṀO2 values can be attained under other conditions in certain species (see ‘Matching method to biology’, below).
Swim tunnel respirometry measures the ṀO2 required to support the elevated aerobic metabolism of vigorous, sustained swimming, primarily powered by contraction of red skeletal muscle and largely fuelled by oxidative phosphorylation. The rate of mitochondrial oxygen consumption, and therefore whole-animal ṀO2 (assuming mitochondrial and organismal oxygen uptake are in a steady state; Box 1), is largely to replenish ATP that is consumed by skeletal muscle cross-bridge cycling and calcium ion regulation (Hoppeler, 2018). In addition, heart rate and ventilation rate are elevated, although ram ventilation reduces the energetic costs of gill ventilation during high-speed swimming in some species (Steffensen, 1985). ṀO2,max is estimated as the highest ṀO2 (peak ṀO2; see Glossary) as the fish swims (i.e. peak ṀO2,swim) at increasing water speeds until exhaustion (Ucrit test; Brett, 1964) or during more rapid and dynamic increases in water speed (Umax test; Clark et al., 2011, Raby et al., 2020). Forced locomotor activity was the first technique used to measure ṀO2,max in fishes (Blazka et al., 1960; Brett, 1964; Steffensen et al., 1984), and it is still considered by many to be the ‘gold standard’ for determining ṀO2,max. However, swim tunnel respirometry is time consuming and requires continuous monitoring, which reduces experimental throughput. It is also cumbersome to deploy in remote field conditions, and some fishes either are poor sustained swimmers or cannot be coaxed to perform in a swim tunnel (Clark, 2022).
Because of these challenges, ṀO2,max has also been estimated as the highest ṀO2 during recovery from an exhaustive chase (hereafter, peak ṀO2,recovery) (Soofiani and Priede, 1983; Reidy et al., 1995). Typically, fish are chased by the experimenter in a circular arena and, in some cases, held in air briefly (e.g. 1 min) prior to commencing intermittent-flow respirometry in a chamber with limited volume and minimal water movement (‘static’ chambers). The fish's activity during the chase is supported by both oxidative phosphorylation and anaerobic metabolism (glycolysis and creatine phosphate hydrolysis). During recovery, very little ṀO2 is used for locomotion, but rather, ṀO2 remains elevated as a result of reoxygenation of internal oxygen stores (haemoglobin and myoglobin), persistently elevated cardiac activity and ventilation (without the benefit of ram ventilation), re-establishment of pH and ion balance and the clearance of anaerobic end-products (Wood, 1991; Moyes et al., 1992; Scarabello et al., 1992). Although ṀO2 is expected to decline exponentially after the chase, in some cases peak ṀO2,recovery is not achieved until hours later (Clark et al., 2012; Soofiani and Priede, 1983; Andersson et al., 2020; Brieske et al., 2024). Moreover, the extent to which ṀO2 is elevated depends upon how the chase is performed (Reidy et al., 1995; Roche et al., 2013; Zhang et al., 2018), presumably reflecting different degrees of metabolic and cellular disturbance. Nevertheless, the chase method is typically easier and quicker to conduct than swim tunnel respirometry, allowing several individuals to be tested in parallel, thereby increasing experimental throughput (Norin and Malte, 2011; Salin et al., 2016; Reemeyer and Rees, 2020). In addition, the apparatus is more portable, facilitating experiments in remote locations (e.g. Little et al., 2020).
Rationale and dataset for this Commentary
Despite the differences in the biological processes measured and apparatus used by these two methods, a meta-analysis of data from 121 species of fishes differing in lifestyle (i.e. benthic, benthopelagic, pelagic) did not detect a systematic difference between peak ṀO2,swim and peak ṀO2,recovery (Killen et al., 2017). This conclusion was largely based on values of ṀO2,swim and ṀO2,recovery measured on different individuals and, in some cases, determined in different studies. This conclusion differs from those of a number of studies, many of which used both approaches on the same individuals, showing that peak ṀO2,swim can be substantially higher than peak ṀO2,recovery (Roche et al., 2013; Rummer et al., 2016; Hvas and Oppedal, 2019; Slesinger et al., 2019; Raby et al., 2020; Eisenberg et al., 2024; Brieske et al., 2024). In other species, peak ṀO2,swim is markedly lower than peak ṀO2,recovery (Soofiani and Priede, 1983). Thus, the degree to which these methods yield similar estimates of ṀO2,max remains unclear.
Additionally, several studies have documented that an individual's peak ṀO2 is repeatable when determined in two or more trials of either swim tunnel respirometry or recovery from an exhaustive chase (Reidy et al., 2000; Marras et al., 2010; Norin and Malte, 2011; Killen et al., 2016; Norin et al., 2016; Reemeyer and Rees, 2020; Brieske et al., 2024). These results are important for two reasons. First, the repeatability of the technique is a measure of its precision. Second, repeatability of peak ṀO2 over time suggests that it is a stable feature of the individual, and thus potentially subject to evolution by natural selection (see Roche et al., 2016). However, whether an individual's peak ṀO2 is repeatable when measured by different techniques has received considerably less attention (but see Zhang et al., 2020; Brieske et al., 2024; Eisenberg et al., 2024).
In this Commentary, therefore, we directly compare estimates of peak ṀO2 when the same individuals were used both in swim tunnel respirometry and during recovery from an exhaustive chase (i.e. using repeated-measures protocols). We asked (1) whether mean estimates of peak ṀO2 determined by these two approaches were the same, and (2) whether an individual's peak ṀO2 determined in swim tunnel respirometry was correlated with its peak ṀO2 after an exhaustive chase (i.e. repeatable across techniques). We extracted data from 10 species representing various fish lineages and habitats, used in 14 experimental trials, conducted over a range of experimental conditions (temperature, salinity and apparatus) (Table S1). All data were published previously (references in Table S1), except for those for pumpkinseed sunfish (Lepomis gibbosus). Sunfish were collected, housed and acclimated for 4 weeks to one of three temperatures (20, 25 and 30°C; n=12 each) as described in De Bonville et al. (2024). At each temperature, peak ṀO2,swim and peak ṀO2,recovery were determined essentially as described in Binning et al. (2013) and Guitard et al. (2022), respectively. These experiments were approved by Université de Montréal's animal care committee (Comité de déontologie de l'expérimentation sur les animaux; certificate number 22-025).
Paired comparisons show differences in mean and individual peak ṀO2 estimates
Mean values for peak ṀO2,recovery are plotted against peak ṀO2,swim in Fig. 1A. For this comparison, ṀO2 was normalized to a common body size (1 kg) and temperature (20°C) (Killen et al., 2017). Although the slope of the relationship was not significantly different from 1.0 (95% confidence intervals, 0.82 to 1.17), the intercept differed from zero (95% confidence intervals, −332 to −11 mg O2 h−1) and the large majority of individual ṀO2 measurements fell below the line of unity, suggesting that peak ṀO2,recovery was less than peak ṀO2,swim. This suggestion was reinforced when each individual's peak ṀO2,recovery was expressed as a proportion of its peak ṀO2,swim (Fig. 1B). The mean ratios of peak ṀO2,recovery to peak ṀO2,swim ranged from 0.57 to 1.01 (median 0.765), and for 10 of 14 experimental trials the 95% confidence intervals for this ratio did not overlap one, meaning that peak ṀO2,recovery was significantly less than peak ṀO2,swim (P<0.05, paired t-tests; see Table S1 for individual P-values). Thus, for most species and experimental conditions examined here, peak ṀO2,recovery was substantially lower than peak ṀO2,swim (up to ∼40% lower; median 23.5%). Because these comparisons were paired (i.e. made on the same individuals under defined conditions), this conclusion is not influenced by differences in body size, temperature or other experimental variables.
When peak ṀO2,swim and peak ṀO2,recovery were measured in the same individuals, they were generally weakly related or unrelated to one another (Fig. S1). Values for Pearson's correlation coefficients comparing these two metrics within an experiment ranged from −0.25 to 0.93 (median 0.32), and in only two of 14 experimental trials were the correlations between peak ṀO2,swim and peak ṀO2,recovery significant (Fig. 2A; see Table S1 for individual P-values). The same pattern arose when each individual's rank within the group was assessed. Spearman's rank order correlation coefficients (ρ) ranged from −0.10 to 0.88 (median 0.29), and in only one experimental trial was the correlation between individual ranks statistically significant (Fig. 2B; see Table S1 for individual P-values). Perhaps peak ṀO2 is simply poorly repeatable for the species included in these analyses. This possibility was directly addressed by Brieske et al. (2024), who found that the repeatability of peak ṀO2,swim of Gulf killifish, Fundulus grandis, was high in two trials of swim tunnel respirometry (Pearson's r=0.67, P<0.05), as was the repeatability of peak ṀO2,recovery in replicate trials of recovery after an exhaustive chase (Pearson's r=0.79, P<0.01). For the same fish, however, peak ṀO2,swim was unrelated to peak ṀO2,recovery (r<0.30, P>0.25; Fig. 2A; Table S1, Fig. S1). This study clearly showed that peak ṀO2 may be consistent when assessed by a given method yet be unrelated across methods. Thus, for the species and contexts studied here, an individual's peak ṀO2,swim has little to no bearing on the same individual's peak ṀO2,recovery.
Experimental design does not explain these differences
Several experimental design considerations affect the accuracy, precision and temporal resolution of ṀO2 measurements by intermittent-flow respirometry (Clark et al., 2013; Svendsen et al., 2016). Accordingly, we tabulated several features of the experimental designs used in the studies compiled here (Table S1), and asked whether these features were related to either the agreement between mean values or the repeatability of an individual's peak ṀO2 when assessed by these two approaches (Fig. S2).
Of four attributes related to the species employed in these studies (taxonomic group, habitat, life stage and swimming ability) (Fig. S2A–D), only taxonomic group was related to how well mean peak ṀO2 estimates agreed between techniques. The four salmonid species, on average, had a higher ratio of peak ṀO2,recovery to peak ṀO2,swim than non-salmonids (P=0.047, Mann–Whitney U-test; Fig. S2A). This observation is consistent with Little et al. (2020) who found that swim tunnel respirometry and exhaustive chase generally produced similar estimates of peak ṀO2 in Coho salmon (Oncorhynchus kisutch). While the salmonids studied here had somewhat better agreement between peak ṀO2 determined by these methods than non-salmonids, it is important to note that peak ṀO2,recovery was, nevertheless, statistically lower than peak ṀO2,swim in two of the four trials with salmonids (Fig. 1; Table S1). Also, the repeatability of peak ṀO2 across these methods was poor for salmonids and non-salmonids alike (Fig. S2A).
Of six attributes related to experimental design (Fig. S2E–J), only the ratio of respirometer chamber volume to fish mass during the chase method was related to the agreement between peak ṀO2 estimates. When the static chamber used in intermittent-flow respirometry was larger relative to the size of the fish (i.e. chamber volume to fish mass ratio >50), peak ṀO2,recovery and peak ṀO2,swim agreed better than when smaller chambers were used (P=0.047, Mann–Whitney U-test; Fig. S2I). It could be that larger static chambers allow greater room for fish locomotion, thus elevating peak ṀO2,recovery (Peake and Farrell, 2004). However, this comparison is tempered by three considerations. First, three of four trials with salmonids used larger respirometer chambers, thus confounding chamber volume with taxonomic group (see above). Second, chambers with volume to fish mass ratios <50 are generally recommended for intermittent-flow respirometry because of better temporal resolution and signal to noise ratios (Svendsen et al., 2016). Third, the repeatability of peak ṀO2 across these methods was equally poor regardless of the chamber volume to fish mass ratio (Fig. S2I).
Other experimental design features reported to influence peak ṀO2,recovery [e.g. time elapsed between the chase and the start of respirometry (Fig. S2G) and whether fish are exposed to air (Fig. S2H)] failed to explain the differences noted in either the ratio of peak ṀO2,recovery to peak ṀO2,swim or the repeatability of an individual's peak ṀO2. Finally, in nine of 14 experiments, the two methods were applied in a random order (Table S1), suggesting that these results were not biased by factors such as training, fatigue or duration of laboratory maintenance. Therefore, differences in the mean and repeatability of peak ṀO2 determined by swim tunnel respirometry compared with exhaustive chase were not obviously related to the species or experimental conditions employed in the studies examined here. Rather, we attribute these differences to the fact that peak ṀO2,swim and peak ṀO2,recovery reflect different physiological states, each with their own underlying determinants and ranges of variation among individuals.
Improving methods to measure peak ṀO2
Because peak ṀO2 is dynamic and context dependent, devices and analytical techniques must be able to capture transiently elevated rates. Given the high sampling frequency of oxygen sensors and the development of ‘rolling’ or ‘sliding-window’ regressions in analytical software, it is now possible to evaluate multiple measurement intervals and select the shortest interval that captures the highest ṀO2 without sacrificing precision (Box 2; Zhang et al., 2019, 2020; Little et al., 2020; Prinzing et al., 2021). Thus, ‘rolling’ regression is more likely to capture transiently elevated ṀO2 than determinations made over longer measurement intervals, and it should be incorporated into analyses whose goal is to estimate peak ṀO2.
The time required to accurately determine ṀO2 during intermittent-flow respirometry depends upon the rate of oxygen uptake, the sensitivity of the measurement device and respirometer design (Svendsen et al., 2016). Commonly, ṀO2 is measured over intervals of 3–20 min, which results in an average rate over the entire interval. However, ṀO2 is dynamic during swimming or recovery from an exhaustive chase, and accurate estimates of peak ṀO2 require a technique that confidently captures the highest rate. In ‘sliding window’ or ‘rolling’ regression, the decline in oxygen is determined over the shortest sampling window that achieves an adequate level of precision (Zhang et al., 2019; 2020; Little et al., 2020; Prinzing et al., 2021). This is done by fitting linear regressions to intervals of increasing duration, and for each duration, the slopes over all possible intervals are determined (i.e. each advancing by the sampling frequency of the sensor) (https://github.com/boennecd/rollRegres).
In the example shown above, dissolved oxygen concentrations were recorded during recovery from an exhaustive chase of the Gulf killifish, Fundulus grandis (two trials, n=16 each) (Brieske et al., 2024). The rate of oxygen decline was determined over all possible intervals ranging from 30 to 240 s, each advancing by 1 s (e.g. 211×30 s intervals; 1–30, 2–31…211–240). For each interval length, the single highest slope was used to determine ṀO2. A 90 s sampling window had a median r2>0.90 (see figure, panel A, upper dotted line) and all trials had r2>0.70 (panel A, lower dotted line). The mean ṀO2 measured over 90 s was 14% higher than that determined over the entire 4 min period (panel B). Shorter intervals yielded higher estimates of ṀO2, but they were less precise. At very short intervals (≤30 s), the range of ṀO2 estimates may include negative values (Zhang et al., 2020), clearly indicating that shorter measurement intervals can yield spurious estimates. Ultimately, the choice of the appropriate sampling interval strikes a balance between precision and the ability to capture transiently elevated ṀO2.
Another innovation is to modify a static respirometer chamber by introducing a chasing device, allowing the fish to be motivated to swim vigorously while ṀO2 is simultaneously recorded (Norin and Clark, 2016; Zhang et al., 2019, 2020). Such modification allows determination of peak ṀO2 during the chase itself (ṀO2,chase). When this modification was combined with ‘rolling’ regression, peak ṀO2,chase of juvenile rainbow trout (Oncorhynchus mykiss) was higher than ṀO2,recovery but not different from peak ṀO2,swim of the same individuals (Zhang et al., 2020). Moreover, peak ṀO2,chase and peak ṀO2,swim of individual fish were correlated (i.e. repeatable; Pearson's r and Spearman's ρ ≥0.77; P<0.05; Zhang et al., 2020), whereas neither was significantly correlated with ṀO2,recovery. In contrast, a study on juvenile barramundi (Lates calcarifer) showed that ṀO2,chase was not as high as ṀO2,recovery measured immediately post-chase (Norin and Clark, 2016, 2017). Clearly, more validation is required, but using a modified ‘chase respirometer’ might offer researchers a tool that is higher throughput, lower cost and more portable than traditional swim tunnel respirometry, while also providing estimates of peak ṀO2 that may be similar to ṀO2,swim in mean and repeatability.
Matching method to biology
Because swim tunnel respirometry and exhaustive chase protocols measure different physiological states, it follows that they are not equivalent methods to estimate ṀO2,max in fishes. Rather, each method is useful to explore a different set of biological questions and, potentially, better suited for a given species.
For questions related to the aerobic costs of locomotion, swim tunnel respirometry is the obvious choice. Swim tunnels and swimming protocols can be modified to accommodate fishes with different swimming styles and abilities (Priede and Holliday, 1980; Van den Thillart et al., 2004; Clark et al., 2011; Rummer et al., 2016). However, some species are not strong, sustained swimmers, and using swim tunnel respirometry to determine the ṀO2,max of such species might not be appropriate. We also acknowledge that even for strong, sustained swimmers, the dimensions of swim tunnels might constrain activity and underestimate a fish's swimming capacity in more naturalistic settings (Peake and Farrell, 2006; Kern et al., 2017).
An exhaustive chase protocol could help define the metabolic costs of recovering from vigorous activity such as predator avoidance or capture. This could be more ecologically relevant than the cost of sustained swimming in certain conservation or fisheries studies. For example, following the chase with a period of air exposure was originally developed as a way of mimicking the stress and handling of catch-and-release sport fishing (Donaldson et al., 2010; Clark et al., 2012).
It is also possible that ṀO2,max is reached during states other than sustained swimming or recovery from an exhaustive chase. Ingestion of a meal brings about an increase in ṀO2, which is thought to reflect the cost of food handling, breakdown, assimilation and somatic growth (Brett and Groves, 1979; Goodrich et al., 2024). The magnitude of the post-prandial ṀO2 depends upon the species of fish, the quantity and quality of food consumed, and other factors (e.g. temperature; Chabot et al., 2016a). In some circumstances, the post-prandial ṀO2 may approach, or even exceed, the ṀO2 measured during swimming or after an exhaustive chase, especially for poor-swimming predatory fishes that consume large meals (i.e. ambush predators; Soofiani and Hawkins, 1982; Fu et al., 2009; Steell et al., 2019). Yet other species might achieve their highest ṀO2 during spontaneous activity as a result of light changes associated with photoperiod (Andersson et al., 2020).
Conclusions and recommendations for future studies
Using paired comparisons of ṀO2 determined for a diverse group of fishes measured under an array of experimental conditions, we show that peak ṀO2 depends upon the method used. This is true for mean values of peak ṀO2 determined for a group of individuals, as well as for the repeatability of an individual's peak ṀO2. These results reinforce the need to carefully consider the biological context of experiments that measure peak ṀO2 (Roche et al., 2013; Clark et al., 2013; Norin and Clark, 2016; Farrell, 2016; Rummer et al., 2016; Raby et al., 2020) and lead to several recommendations for studies of elevated aerobic metabolism in fishes (Box 3).
We offer the following recommendations to consider when designing or interpreting studies of elevated aerobic metabolism in fishes.
(1) Different methods of elevating a fish's ṀO2 will likely yield different estimates of peak ṀO2 and a different order of individual ṀO2 values within a group. Thus, one should use the method for determining peak ṀO2 that best suits the biology of the organism and the question of interest.
(2) If the goal of a study is to estimate the ‘true’ ṀO2,max for an individual or a species, we recommend comparing peak ṀO2 determined by different methods. Ideally, such comparisons would employ repeated measurements on the same individuals, randomized trial order and adequate sample sizes (ideally n≥20) to robustly discriminate among methods.
(3) When relating the peak ṀO2 to other traits measured on the same individuals or species, these relationships may depend upon the method used to determine peak ṀO2 (Lawrence et al., 2023,;Brieske et al., 2024). If peak ṀO2,swim and ṀO2,recovery reflect different physiological states, then the strength of their correlation to other behavioural, anatomical, biochemical and genetic traits will almost certainly differ.
(4) Follow current recommendations for designing and conducting respirometry experiments (e.g. Clark et al., 2013; Svendsen et al., 2016; Killen et al., 2021; Clark, 2022), and include ‘rolling’ regression with a conservative minimum sampling window to estimate dynamic changes in peak ṀO2 (Box 2; Zhang et al., 2020).
(5) Finally, employ consistent terminology that accurately reflects the method used to elevate ṀO2 (e.g. peak ṀO2,swim, peak ṀO2,recovery).
We hope that these recommendations will be integrated into the determination of peak ṀO2 in future studies of fish physiology, behavioural ecology, conservation and management. Such studies might explore how certain biotic or abiotic variables differentially affect peak ṀO2 measured by diverse methods. For example, exposure to elevated temperature might have different effects on peak ṀO2,swim and peak ṀO2,recovery or the ranking of individual ṀO2 determined by these two methods. Such outcomes would suggest that the underlying physiological processes differ in their thermal sensitivities, which could have implications for a fish's capacity for sustained swimming versus recovery from burst swimming in the context of climate warming (Clark et al., 2017; Johansen et al., 2021). Furthermore, parasites that impair sustained swimming (e.g. Palstra et al., 2007) might alter the group mean and individual variation of peak ṀO2,swim but not peak ṀO2,recovery. It would also be valuable to compare the repeatability of peak ṀO2,swim and peak ṀO2,recovery over the lifespan of individuals to assess the influences of ontogeny (e.g. Downie et al., 2023) and acclimation to changing environments (e.g. Auer et al., 2018; Reemeyer and Rees, 2020).
By appreciating that these methods measure different biological processes and address different biological questions, we hope to enhance our understanding of both the biology of fishes and the impacts of human-induced changes to aquatic habitats.
Footnotes
Author contributions
Conceptualization – B.B.R., J.E.R. Formal Analysis – B.B.R., J.E.R. Investigation – S.D.B., J.D.B., R.M.E., G.D.R., D.R., J.L.R., Y.Z. Data Curation – J.E.R. Writing (Original Draft) - All Authors. Writing (Reviewing and Editing) - All Authors. Visualization – B.B.R., J.E.R. Project Administration – B.B.R. Funding Acquisition – B.B.R., S.A.B., T.D.C., J.D.B, G.D.R., Y.Z.
Funding
The following sources of funding are acknowledged: the Greater New Orleans Foundation (B.B.R.); the Natural Sciences and Engineering Research Council of Canada (G.D.R., S.A.B.); Australian Research Council Future Fellowship (FT180100154) funded by the Australian Government (T.D.C.); Postdoctoral Fellowship of the Natural Sciences and Engineering Research Council of Canada (557785-2021), Banting Postdoctoral Fellowship (202309BPF-510048-BNE-295921) of the Natural Sciences and Engineering Research Council of Canada and Canadian Institutes of Health Research (Y.Z.); and a Fonds de Recherche du Québec – Nature et Technologies 3rd cycle scholarship (J.D.B.). Deposited in PMC for immediate release.
Data availability
The data and analysis code for this study are publicly available from figshare: https://doi.org/10.6084/m9.figshare.24964491.
References
Competing interests
The authors declare no competing or financial interests.