Ureters were cannulated in specimens of Bufo marinus (L.) in order to partition the regulatory contributions of the kidney and skin. The in vivo roles of the kidney, skin and internal calcareous deposits in the response of these animals to chronic hypercapnia were then evaluated.

There was no compensatory adjustment by the skin and only a minimal regulatory response by the kidney. Major adjustments which have been attributed to combined skin and urinary tract in previous studies must therefore come from the urinary bladder. Removal of the bladder as a regulatory site in these animals completely eliminated the compensatory elevation of HCO3 in the extracellular fluid. Mobilization of internal calcareous deposits as a source of HCO3 was found to contribute 50% of the compensatory response of these animals during hypercapnia.

Although both the extent and the time course of pH regulation during acid-base disturbances are well documented in various amphibians, the underlying mechanisms and sites involved in the regulatory adjustments of these animals are less well defined. Although amphibians have several major regulatory sites (skin, bladder, kidneys, lungs, gills and buccopharyngeal mucosa), the majority of studies have concentrated on the regulatory capability of an individual site (i.e. the perfused kidney or the isolated hemibladder) and few have attempted to integrate the relative contribution of each organ in a study of the whole animal. This is probably because it is difficult to partition the numerous regulatory sites.

The changes in acid-base status of the anuran Bufo marinus resulting from chronic hypercapnia (5% CO2 exposure) have been well documented (Boutilier, Randall, Shelton & Toews, 1979a; Toews & Heisler, 1982), as has the animal’s ventilatory response to elevated CO2 (Macintyre & Toews, 1976; Boutilier et al. 1979a). The response includes a partial pH compensation as a result of elevations in both extra- and intracellular bicarbonate (Toews & Macintyre, 1978; Boutilier et al. 1979a; Toews & Heisler, 1982). The source of this compensatory bicarbonate is a question which remains unresolved. Toews & Heisler (1982) found that much of the increase (50%) may result from increased ammonia excretion. However, these authors did not differentiate between urinary tract and cutaneous routes. Although not an osmoregulatory site per se, the calcareous deposits of the endolymphatic sacs of anuran amphibians have also been suggested as a source of HCO3 during hypercapnia (Simkiss, 1968; Robertson, 1972). The objective of this study was to define not merely the capacity of these sites to combat acid-base imbalance, but the actual regulatory contributions to the rise in internal HCOj of the skin, kidney and calcareous deposits in the response of Bufo marinus to chronic hypercapnia.

Adult Bufo marinus of both sexes, obtained from Charles D. Sullivan Co. Inc. (Nashville, TN, U.S.A.), were used for all experiments. The animals were kept in tilted, fibreglass aquaria (0·8 × 0·7 × 0·4 m) and provided with tap water at one end.

Toads were randomly chosen and chronically cannulated in the femoral artery (using the method of Boutilier et al. 1979a) for blood sampling and in both of the ureters for urine collection. Clay-Adams polyethylene tubing (P.E. 90) was used to cannulate the ureters. This technique involved a 1-cm dorsal incision, approximately 5 mm lateral to the spine and 2–3 cm proximal to the cloaca. Separation of the muscle layers ventral to this incision exposed the ureters. Prior to insertion, the cannula was lubricated with an inert vegetable oil to reduce friction in the fragile ureters and flared at the proximal end to prevent slippage. Upon insertion the cannula was fed via the ureter through the cloaca, and beyond the animal. The proximal end was then slipped through the puncture site into the ureter itself and secured in a position between the kidney and the initial puncture site. In this way, the steady drip of urine from the kidney was routed via the cannula to the exterior. To prevent slippage, the cannula was anchored to the wall of the cloaca using Ethicon-Mersilene surgical suture and a cyanoacrylate glue (Bostik no. 7332).

Following a 24-h recovery period, the animal was moved to the experimental chamber (described in Boutilier et al. 1979a) and a volume of water equal to three times the weight of the animal in grams was evenly distributed in the chamber.

After a 3- to 5-h adjustment period, during which time room air flowed through the chamber from gas mixing pumps (Wösthoff Digamix, type M/300a, Bochum, F.R.G.), control samples were taken. Approximately 0·6–0·7 ml of blood was first removed from the femoral catheter and a small portion immediately analysed for pH and blood gases. The remaining sample was centrifuged and plasma stored frozen for later electrolyte analysis. Although the effect of freezing of samples of plasma, urine and water was not assessed, the samples did not show any abnormalities such as volume loss or appearance of precipitate after thawing. Immediately following the blood sample, ureteral urine for pH and measurements was collected. Several methods were tried to minimize diffusive loss of CO2 during urine collection. However, since this could not be avoided, a pH-log plot was constructed for toad ureteral urine. Urine for this series of determinations was collected from toads with ureteral catheters which were exposed to 5% CO2-95% air for several hours prior to and during urine collection. Ureteral urine (10 ml) was equilibrated (in shaken tonometric vessels at 25°C) with 1%, 2%, 4%, 5% and 7% CO2, the balance of which was air. These water-saturated, CO2-air mixtures were from Wösthoff gas mixing pumps. Urine was equilibrated for 1 h with each CO2air mixture and then immediately analysed for and pH. This semi-log relationship plot was found to be of the linear form y = a + bx where a = 24·4, b = —3·4 and r2 = 0·99. The ureteral urine pH could then be read directly off the line from blood values if it is assumed that CO2 equilibration occurs between arterial blood and urine in the toad, Bufo marinus (Long, 1982a,b). Ureteral urine was then allowed to flow into a tared glass test tube for 1 h as an indicator of urine flow rate. This sample was subsequently frozen for later analysis of titratable acidity and electrolytes. In some cases, collection of this sample persisted for more than 1 h when insufficient amounts of urine were obtained to measure all parameters after the first hour. Approximately 2 ml of water from the experimental chamber was also removed during the control period and frozen for later electrolyte analysis. Following the control period, the gas mixing pumps were adjusted to provide a 5% CO2 2-95% air mixture in the experimental chamber.

The first hypercapnic blood, ureteral urine and water samples were taken after 1 h of CO2 exposure and samples were treated identically to control samples. The same parameters were also measured at times of 2, 4, 12 and 24 h of exposure and after 24 h of recovery (24 h in flowing air). To provide enough urine for the measurement of all parameters, however, urine flow and titratable acidity samples were collected at the offset times of 3 h (5 h for titratable acidity only) and 23 h of hypercapnia and 23 h of recovery.

Blood and urine pH and measurements were made using Radiometer electrodes and a Radiometer PHM 72 acid-base analyser (Radiometer, Copenhagen, Denmark). The pH electrode was calibrated using Radiometer precision buffer solutions S1500 and S1510. The electrode was calibrated with 1% and 5% CO2 with gases delivered by gas mixing pumps. The pH and electrodes were calibrated at temperatures thermostatically controlled to be the same as the animal (25°C).

Plasma and ureteral urine HCO3 concentrations were calculated using the Henderson-Hasselbalch equation. The values used for α CO2 and pK ′ for plasma were those of Boutilier et al. (1979a); 0·033 and 6·05 respectively. The αCO2 constant for ureteral urine was determined experimentally using the technique of Van Slyke, Sendroy, Hastings & Neill (1928). Approximately 10ml of ureteral urine were acidified with lactic acid to eliminate HCO3 in solution. The urine was then equilibrated with 100% CO2 and and total CO2 measurements were taken. Since [HCO3] is non-existent, α CO2 is determined using the equation:
formula
The value for α CO2 was 0·028. The value for urine pK′ was 6·31 (R. G. Boutilier, unpublished data).

Plasma, ureteral urine and water Na+ and K+ analysis were done using a model IL 443 Instrumentation Laboratory Flame Photometer (Instrumentation Laboratory, Lexington, MA). Plasma Cl was determined with a Radiometer CMT 10 chloride titrator (Radiometer, Copenhagen, Denmark) and ureteral urine and water Cl measurements were made with a Buchler-Cotlove chloridometer (Buehler

Instruments, Inc., Fort Lee, NJ, U.S.A.). All Ca2+ measurements were made using a Perkin-Elmer 2380 Atomic Absorption Spectrophotometer (Perkins-Elmer Corp., Norwalk, CT, U.S.A.). Ammonia in ureteral urine and water was determined with a micro-modification (McDonald, 1983) of the salicylate-hypochlorite method of Verdouw, van Echteld & Dekkers (1978). The method of McDonald & Wood (1981) was used for titratable acidity [TA—HCC3] determinations using a Canlab (Canlab, McGaw Supply Ltd) combination pH electrode (Type H5503-21) coupled to a Radiometer PHM-84 research pH meter.

Significance of the results was assessed using a two-way analysis of variance. Differences were accepted as being significantly different at the 0·05 level.

Mean arterial blood pH (pHa) fell significantly from a control level of 7·77 to 7·33 in the first hour of hypercapnia. The pHa remained significantly depressed from this control level for the remainder of the hypercapnic exposure time. However, after 24 h of recovery, it returned to 7·73 which was not significantly different from normal levels. The control of the blood was 12·4 mmHg and rose significantly to 35·8, 38·6, 35·6, 38·2 and 39·0 mmHg after 1, 2, 4, 12 and 24 h of hypercapnia, respectively. Similarly in recovery, it returned to a value (14·5 mmHg) not significantly different from normal. Plasma HCO3 did not significantly deviate from the normal (21·4 mmoH−1) during the entire experiment. The relationship between these three parameters during the experiment may be seen graphically in Fig. 1.

Fig. 1.

Relationship between blood pH, PO2 and plasma HCO3 concentration and time of exposure to 5% CO2(N = 11). Mean normal values are represented by point A, mean 1 h values by point B, mean 24h values by point C, and mean 24h recovery values by point D. All values are means ± S.E.M.

Fig. 1.

Relationship between blood pH, PO2 and plasma HCO3 concentration and time of exposure to 5% CO2(N = 11). Mean normal values are represented by point A, mean 1 h values by point B, mean 24h values by point C, and mean 24h recovery values by point D. All values are means ± S.E.M.

The calculated pH of ureteral urine (Table 1), like blood pH, fell significantly from its control value of 6·33 to 6·04 during hypercapnia. It remained significantly lowered for the duration of the experiment, but returned to 6·29 during the recovery period. From the normal value of 0·36 mmol I−1, ureteral urine [HCO3] rose significantly during hypercapnia, but it reached a maximum value of only 0·53 mmol I−1. During the recovery period, [HCO3] was still significantly elevated but had fallen to 0·38 mmol I−1.

Table 1.

Calculated pH and HCO3concentration of ureteral urine

Calculated pH and HCO3−concentration of ureteral urine
Calculated pH and HCO3−concentration of ureteral urine

The plasma and ureteral urine [Ca2+] were both significantly elevated during hypercapnia, while ambient water [Ca2+] remained unchanged (Fig. 2). Plasma [Ca2+] began at a mean control value of 3·3 mequiv l−1 and after 2, 4,12 and 24 h of hypercapnia rose to 3·9,40,4·1 and 3·9 mequiv I−1, respectively. It returned to 3·0 mequiv I−1 during the recovery period. The urine [Ca2+] was initially 0·33 mequiv l−1 and hypercapnic levels of 0·72,0·79,0·81,0·77 and 0-82 mequiv 1−1 after 1,2,4,12 and 24 h, respectively, were all significantly elevated from the normal. Following the usual trend, in recovery, the value of 0-37 had not been altered significantly from the normal. The initial water [Ca2+] of 0·84 mequiv 1−1 was unchanged during the experiment.

Fig. 2.

Relationship between plasma (N = 9), ureteral urine (N = 9) and water (N = 7) Ca2+ concentrations and time of exposure to 5% CO2. Ca2+ values are means ± S.E.M. Asterisks denote significant (P<0·05) differences from normal.

Fig. 2.

Relationship between plasma (N = 9), ureteral urine (N = 9) and water (N = 7) Ca2+ concentrations and time of exposure to 5% CO2. Ca2+ values are means ± S.E.M. Asterisks denote significant (P<0·05) differences from normal.

[Na+], [K+] and [Cl] in the plasma (Table 2) were not significantly different in hypercapnia from their control levels which were 106·5, 2·7 and 90·8mequivI−1 respectively. Ureteral urine [Cl] was unchanged from its mean normal level of 1·7 mequiv 1−1, but ureteral urine [Na+] and [K+] did show a transient, but significant, increase after 2h of elevated CO2 exposure. Normal urine [Na+] and [K+] were 2·9 and 0·32 mequivl−1, while their 2-h hypercapnia values rose to 16·6 and 1T3 mequivl−1, respectively. Following this, water [Na+] and [Cl] also remained unchanged from their normal means of 0·3 and 1·2mequivl−1 respectively, while [K+] in the ambient water accumulated significantly. After 12 and 24 h of hypercapnia, the [K+] in the water was 0·31 and 0·33mequivl−1 respectively, which is significantly above the control concentration of 0·10mequivl−1.

Table 2.

Electrolyte composition (mequiv l1) of plasma, ureteral urine, and ambient water

Electrolyte composition (mequiv l−1) of plasma, ureteral urine, and ambient water
Electrolyte composition (mequiv l−1) of plasma, ureteral urine, and ambient water

Mean ureteral urine [NH4+] (Table 3) did not significantly deviate from IT mequivl−1 in hypercapnia, while ammonia in the water did significantly accumulate from the control value of 18·0 μequivl−1 to 75·4 and 127·2μequivl−1 after 12 and 24 h respectively. After 24 h of recovery in fresh water, there was a significant increase from the control to 84·6μequivl−1.

Table 3.

Urine flow, urine titratable acidity minus bicarbonate, total urinary acid efflux and ammonia concentration in ureteral urine and ambient water

Urine flow, urine titratable acidity minus bicarbonate, total urinary acid efflux and ammonia concentration in ureteral urine and ambient water
Urine flow, urine titratable acidity minus bicarbonate, total urinary acid efflux and ammonia concentration in ureteral urine and ambient water

Neither the [TA — HCO3] of the ureteral urine nor the urine flow rate were significantly changed during hypercapnia from their normal values of 3·3 mequiv 1−1 and 2·5 ml 100g−1h−1 respectively. Calculated from these values and corresponding NH4+ levels (within l h), the total urinary acid efflux [TA — HCO3+ NH4+] × (urine flow rate) (McDonald & Wood, 1981) was also not significantly altered during hypercapnia from its control value of 9·4μequiv 100g−1h−1.

Yoshimura, Yata, Yuasa & Wolbach (1961) conducted a set of experiments on the difference between ureteral and bladder urine in the bullfrog Rana catesbeiana. The authors found that differences in the urine composition and urine flow between the two sites only became apparent when the animals were out of water. This was explained by the fact that dehydration stimulates reabsorption of water and electrolytes by the urinary bladder in this species.

The arterial acid-base status of bladder by-passed toads in the present experiments is similar to that of catheterized animals with full urinary potential (Boutilier et al. 1979a; McDonald, Boutilier & Toews, 1980; Toews & Heisler, 1982). However, exposure of these animals to a 5% hypercapnic insult does not duplicate the previously documented arterial response of the intact animal (Boutilier et al. 1979a; Toews & Heisler, 1982). Although arterial pH and changes follow a pattern similar to that described by previous authors with a slight metabolic component to the acidosis during the first hour, by-passing the bladder prevents the compensatory response. Elimination of the bladder as an exchange surface incurs a loss of the ability to elevate plasma HCO3 to the levels characteristic of hypercapnia in the fully intact animal. Reabsorption of HCO3, or the functional equivalent of H+ or NH4+ excretion, must apparently take place across the bladder epithelium. The increased kidney urine HCO3 levels that we found could, therefore, be re-routed back into the animal at this site. The urinary bladder of Bufo marinus is a well vascularized membranous structure capable of retaining fluid volumes in excess of 30% gross body weight (Boutilier et al. This regulatory site has been found to delay the adverse internal effects of dehydration (Boutilier et al. 1979b) and numerous studies have documented its capacity for ion exchange. Acidification of the urine by the toad bladder has been documented both in vitro (Ziegler, Ludens & Fanestil, 1974; Frazier & Vanatta, 1972, 1973) and in vivo (Frazier & Vanatta, 1971). The in vitro preparations elicited an increase in proton and NH4+ excretion rates during respiratory and metabolic acidosis (Frazier & Vanatta, 1971, 1973).

The potential of the kidney of higher vertebrates in compensation for acid-base imbalance is well known and, recently, a substantial renal contribution towards the neutralization of various acid or base loads has been shown in fish (Cameron, 1980; McDonald & Wood, 1981; Cameron & Kormanik, 1982). However, the present experiments show that the response of the Bufo marinus kidney to a hypercapnic acid load is limited.

Neither urine flow, nor total urinary acid excretion were significantly altered for the duration of hypercapnic exposure. Somewhat surprisingly, in response to an acidosis, [HCO3] increased significantly in the ureteral urine after the first hour and remained elevated until the recovery period. If retained in the animal, this quantity of HCO3excreted in the urine plus the stoichiometric HCO3 equivalent resulting from the calculated ureteral urine pH change would have amounted to only 10% of the compensatory increase in plasma HCO3 found by Boutilier et al. (1979a), assuming a 24 7% extracellular fluid volume in Bufo marinus (Thorson, 1964).

This lack of a substantial regulatory renal response has also been previously documented in other anurans. Experiments by Yoshimura et al. (1961) on Rana limnocharis, in which urine was collected via a cloacal catheter, showed that urine H+ and NH4+ excretion rates remained constant during respiratory acidosis (6·4% CO2) while the urine [HCO3] increased. Although the authors explain that their cannulation technique allowed the exposure of the urine to the bladder epithelium, these results are very similar to those in our experiments.

In accordance with the results of Yoshimura et al. (1961), ureteral urine [Na+] in our experiments was found to increase during hypercapnia. There is evidence for possible Na+/H+ ion exchange in the urinary epithelia of Bufo marinus (Yoshimura et al. 1961; Frazier & Vanatta, 1971, 1973). Our data suggest that H+ uptake is countered by Na+ excretion in the kidney and this process is accelerated during respiratory acidosis. This could account to some extent for the increased [HCO3] in the ureteral urine since there is no evidence in our data for C1/ HCO3 exchange by the kidney. Any Na+/H+ exchange in the opposite direction which could acidify the urine and thus be accelerated to assist in compensation for an acidosis must be located at the site of the urinary bladder. Long (1982a,b) found that HCO3 reabsorption may be associated with net K+ secretion by the kidney of Bufo marinus. A slight increase in this process could account for the small increase in urine [K+] we found during hypercapnia.

The contribution of the skin to the buffering of the acid load also appears to be negligible. Vanatta & Frazier (1981) obtained normocapnie NH|+ excretion values of 0·42μ equiv50g−1h−1 for the skin of Rana pipiens (assuming the average weight of a Rana pipiens to be 50 g). In comparison, excretion of NH4+ from the skin of Bufo marinus during hypercapnia in our experiments was little different at 0·52 μequiv50g−1h−1. The majority of the NH4+ excretion during hypercapnia in Bufo marinus can probably be attributed to normal NH4+ excretion which would not elevate internal [HCO3] over and above normocapnie conditions.

Increases in ureteral urine and plasma [Ca2+] implicate internal calcium carbonate deposits as a possible source of HCO3. Our work supports previous studies by Sulze (1942), Simkiss (1968) and Robertson (1972). Simkiss (1968) theorized that the dissolution of the crystalline deposits of the endolymphatic sacs could produce HCO3 which would be available for buffering in keeping with the equation:
formula
The potential amount of HCO3 from this internal source can be estimated from our values for ureteral urine flow rate, maximum hypercapnic levels of Ca2+ in ureteral urine and plasma, and the values of Thorson (1964) for extracellular and intracellular fluid volume. Assuming that the increase in calcium concentrations in urine and plasma represent the dissolution of the calcium carbonate deposits, these increases in calcium concentration would produce the stoichiometric equivalent of approximately 1·0 mequiv kg−1 of HCO3 in 24 h in Bufo marinus.

From the data of Toews & Heisler (1982) (assuming that skeletal muscle represents the majority of the animal’s tissue, and could therefore be regarded as typical of intracellular space) and that of Boutilier et al. (1979a) for intracellular and extracellular HCO3 increases during hypercapnia, the actual total HCO3 gain can be estimated. We estimated that the total HCO3 gain in Bufo marinus (over and above that provided by chemical buffering) was approximately 2·0 mequiv kg−1. Therefore, the approximate percentage of the HCO3 increase normally found in these animals which could result from the production of HCO3 from the dissolution of calcareous deposits [assuming the hypothesis of Simkiss (1968) to be correct] is 50%. Buffering of the intracellular compartment has priority over the extracellular compartment in amphibians (Toews & Heisler, 1982) and therefore this HCO3 may be accumulating intracellularly.

There is an interesting charge difference in the ureteral urine electrolyte data. The ([Na+] + [K+] + [Ca2+]) — ([Cl] + [HCO3]) value for the control period is 4·03 mequivl−1, whereas the same value at 2h hypercapnia is 13·06 mequivI−1. It is unlikely that this 9 mequiv I−1 difference is phosphate since we have measured it in toad urine during hypercapnia (unpublished data) and the levels are too low. Pitts (1974) explains that citrate is not only a common organic anion in mammalian urine, but it also plays a specific role in solubilizing calcium. Since CaCO3 dissolution is suggested by our data, it is possible that the missing anion could be citrate or another organic calcium-binding agent.

In summary, the present experiments represent the first documented in vivo response of the isolated kidney of an anuran to respiratory acidosis. The results of these experiments indicate that the regulatory adjustment by the kidney during hypercapnia is minimal and would not account for the documented internal increase in HCO3. Contributions of the urinary tract during this type of stress must therefore come from regulatory adjustments of the bladder epithelium. The contribution of the skin towards the generation of internal HCO3 also appears negligible. However, the results of these experiments indicate that the dissolution of internal calcareous deposits may amount to as much as 50% of the documented internal HCO3 increase. It therefore appears that the major regulatory adjustments used by Bufo marinus to counteract the acid load imposed by hypercapnia are two-fold. Firstly, these animals mobilize a large buffer store of CaCO3 to produce HCO3, and secondly, they readjust ion exchanges across the bladder epithelium which also serves to elevate internal HCO3 concentrations.

Financial support for this study was provided by an NSERC operating grant to DPT and an NSERC graduate fellowship to BLT. Technical assistance by Edgar Spalding, Pam Brown and Dennis Mense was greatly appreciated. We would also like to thank D. J. Randall for assistance in the preparation of the manuscript.

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