WIWI“!WWIHHNIINIWIHWUHNHUMW! 108 205 THS , .Illllw Illllllnllmlulmllllll ' L 1.. m 3 1293 00104 5479 Michigan State . University This is to certify that the thesis entitled THERI‘DRFIIJIATION IN THE MUSKRAT (ONDATRA ZIBEI'HICUS): THE USE OF REGIONAL I-IEI'EROIHERMIA presented by Frank E. Fish has been accepted towards fulfillment of the requirements for M. S. Zoology degree in X/WW Major professor Date November 18, 1977 0-7 639 V.‘ \ ‘J‘ik‘t ‘ ,c‘y. THERMOREGULATION IN THE MUSKRAT (0NDATRA ZIBETHICUS): THE USE OF REGIONAL HETEROTHERMIA By Frank E. Fish A THESIS Submitted to Michigan State University in partial fulfullment of the requirements for the degree of MASTER OF SCIENCE Department of Zoology 1977 f“: ,~ ". ‘1“ .. "g , i4}; 3 L“ "’ ABSTRACT THERMOREGULATION IN THE MUSKRAT (0NDATRA ZIBETHICUS): THE USE OF REGIONAL HETEROTHERMIA BY Frank E. Fish Regional heterothermia, metabolic rates, and whole-body insulation were studied in six muskrats (0ndatra zibethicus), restrained in air and in water at temperatures of 20, 25, and 30°C. Appendicular temperatures were found to approach ambient temperatures for all temperatures in water and at 20 and 25°C in air. In air at 30°C, appendicular temperatures increased above ambient temperature after an average colonic temperature of 39°C was attained. metabolic rates were higher in water than in air, while values of whole-body insulation were higher in air than water. High peripheral temperatures, due to vasodilation, decrease whole-body insulation and allow for increased heat dissipation, while peripheral temperatures approaching ambient temperature, due to vasoconstriction or counter-current heat exchanges, increase whole-body insulation maximizing heat conservation. The causative factor, for the differential responses of muskrats in air and water, was considered to be the higher thermal conductivity of water than air. ACKNOWLEDGMENTS I wish to express my appreciation to the members of my committee, Dr. Richard W. Hill (chairman), Dr. Rollin H. Baker, and Dr. Ralph A. Pax, for their advice, constructive criticism, and support during this study. I also wish to thank Dr. Charles Cress for his statistical advice, Dr. Harold H. Prince for use of facilities, and Dr. James Edwards for his advice and encouragement. I am grateful to the Department of Zoology and the MSU Museum for financial support and use of facilities provided during this study. The State of Michigan, Department of Natural Resources and Rose Lake Wildlife Research Station are gratefully acknowledged for allowing the collection of muskrats. ii TABLE OF CONTENTS Page LIST OF TABLES . . . . . . . . . . . . . . . . . . iV LIST OF FIGURES . . . . . . . . . . . . v INTRODUCTION . . . . . . . . . . . . . 1 METHODS . . . . . . . . . . . . . . . . 3 Experimental Animals . . . . . . . . 3 Experimental Procedure . . . . . . . . . . . . . 3 Temperature . . . . . . . . . . . . . . . 4 Weight-Specific Metabolic Rate . . . . . . 5 Whole-Body Insulation . . . . . 7 Statistical Procedures . . . . . . . 8 RESULTS . . . . . . . . . . . . . . . . 9 Regional Body Temperatures . . . . . . . Weight-Specific Metabolic Rate . . . . l4 Whole-Body Insulation . . . . . . 19 Correlation Analyses . . . . . . . . . . . . . 22 DISCUSSION . . . . . . . . . . . . . . . 24 APPENDIX A. REGIONAL BODY TEMPERATURE . . . . . . . . . . . . 36 LITERATURE CITED . . . . . . . . . . . 37 iii Table LIST OF TABLES Results of correlation analyses between whole-body insulation and regional body temperatures for each body region of muskrats exposed to environments of air and water . . . . . . . . . . . . . . . . . . . . . . Mean regional body temperatures (i one standard error) for all muskrats exposed to environmental media of air and water at Ta's of 20, 25, and 30°C . . . . iv Page 23 36 LIST OF FIGURES Figure Page 1. Mean regional body temperatures, T , plotted against ambient temperature, T , for all skrats in air and in water I O O O O 0 Ca. 0 O O O O O O O O O O O O O O 0 0 11 2. Regional body temperatures of a restrained muskrat during exposure to a T8 of 30°C, starting 2 hours after the beginning of the experiment . . . . . . . . . . 16 3. Resting metabolic rate for all muskrats as a function of the ambient temperature, Ta’ in air and in water . . . 18 4. Whole-body insulation for all muskrats plotted as a function of the ambient temperature, Ta’ in air and in water . . . . . . . . . . . . . . . . . . . . . . . . . 21 INTRODUCTION The sparsely haired appendages of various mammals may act as potentially major sites of heat loss (conduction, convection, radiation) due to their relatively high surface-to-volume ratio and sparse pelage insulation. These sites of heat loss may thus be of serious consequence to mammals that maintain a semi-aquatic existence. Since water has a high heat capacity and is at least 25 times more conductive than air at the same temperature (Weast, 1971), these homeotherms are confronted with heavy thermal demands. Physiologically, semi-aquatic mammals may cope with the high thermal conductivity of water by allowing the temperature of sparsely haired appendages to fall close to ambient temperature. Because heat is lost in direct relation to the thermal difference between the surface of the skin and the environment (Bartholomew, 1972), there is a reduction in the rate of heat dissipation from the appendages by permitting the appendage to approach ambient temperature. Conversely, excess heat may be lost through the skin of the appendage by increasing peripheral blood flow from the body core. Hammel (1968) has stated, that in endotherms with core temperature greater than ambient, the "control of blood flow to the periphery can readily regulate the flow 1 of heat from core to skin, and is the only controllable way to distribute internal heat to the skin." The phenomenon in which different temperatures are maintained in different parts of the body is termed regional heterothermia (Hill, 1976). This response has been found to be common in both aquatic and terrestrial mammals. The purpose of this study was to examine the role of regional heterothermia in the thermoregulation of a semi—aquatic mammal with regard to changes in whole-body insulation, and differential responses to environments of air and water. For this study, the muskrat (0ndatra zibethicus) was selected as the experimental animal, due to its semi-aquatic nature (Johnson, 1925; Errington, 1962) and sparsely haired appendages which comprise less than 10% of the total surface area (Johansen, 1962a). It was hypothesized that there is (i) a difference in regional body temperatures (gag., tail, feet) of muskrats in water and in air over the same temperature range, (ii) an increase in the metabolic rate for muskrats in water over those in air, and a decrease in the whole-body insulation for animals in water compared to those in air, and (iii) an inverse correlation between the temperature of the appendages and whole-body insulation. METHODS A. Experimental Animals Four male and two female muskrats (Ondatra zibethicus) were live-trapped in Ingham and Clinton Counties, Michigan, during the spring and summer of 1976. They ranged in weight from 485 to 1152 g (mean: 869 g) during the period of testing. The animals were initially maintained outdoors in an open-air enclosure for a period of one week after capture to acclimate them to captivity. The enclosure was equipped with an artificial pond, with running water, and a nest box with wood-shaving bedding. A diet of cattail (Typha sp.) roots and Wayne Lab-Blox was provided. Following the initial one-week period, the muskrats were housed indoors in separate metal cages (51x36x31 cm), with wood-shaving bedding. water and food were supplied ad libitum, with the food being Wayne Lab-Blox supple- mented with dog food (Perk Food Co.), carrots, and apples. Average air temperature in the colony was 21°C, and the light cycle was natural. B. Experimental Procedure Regional body temperatures (Tb), resting metabolic rate (V0 ), 2 and whole-body insulation of each muskrat were examined in environmental 3 media of air and water at ambient temperatures (Ta) of 20, 25, and 30°C. Mbskrats were tested individually in a metabolic chamber, while under restraint. During tests in air, sealed cartons were placed within the chamber to reduce the chamber air volume and corresponding equilibrium time, as calculated by the formula of Lasiewski 25 al. (1966). In no way did the cartons interfere with movements by the muskrat. For tests made in water, the chamber was filled with water to 742 of its volume. Each muskrat was fasted for at least 24 hr prior to testing to establish a post-absorbtive state. The muskrat was anesthetized with Metophane (Pitman-Moore Inc.), and secured to a Plexiglas restraining board. Three leather straps fastened to the board were positioned to restrain the cervical, thoracic, and pelvic regions of the muskrat. The board was shaped to allow the legs to hang freely, while small holes in the board allowed for the free movement of water or air between the under-surface of the muskrat and the board. C. Temperature Regional body temperatures of the dorsal skin (center of dorsal abdomen; Tds), foreleg (posterior surface of lower wrist; Tfl)’ hindfoot (plantar surface; Thf), proximal tail (4 cm from the base in dorsal keel; Tpt), and distal tail (4 cm from tip in dorsal keel; Tdt) were measured using thermocouples constructed from 36-guage, Teflon-insulated capper and constantan wires (Omega Engineering Inc.). Thermocouples were implanted subcutaneously by first forcing a 20-gauge hypodermic needle through a fold in the integument, then threading the wires through the needle and removing the needle. Colonic temperature (12 cm into the colon; Tc) was measured using a thermocouple constructed from 30-gauge copper and constantan wires soldered at the tip and threaded through polyethylene tubing (2.08 mm OD). All body temperatures were monitored continuously with a 12-point Honeywell Electronik 15 potentiometer. Ta's were monitored with a thermistor probe connected to a Yellow Springs Instruments Tele-Thermometer Mbdel-43, located in a corner of the metabolic chamber 10 cm above the floor. D. Weight-Specific Metabolic Rate The metabolic chamber was constructed from a 70.4 liter glass aquarium and was fitted with a removable Plexiglas lid. The inner dimensions of the chamber were 75.3x31.5x29.7 cm. The lid was fitted with inflow and outflow tubes for air flow and ports for the passage of thermocouple wires and thermistor proble. A flexible rubber gasket was attached to the rim of the chamber and petroleum jelly applied to form an air-tight seal with the lid. The lid was clamped in place using braces. Brackets, inside the chamber, supported the restraining board and muskrat, with the animal's head angled 11° upward from the hori— zontal. This arrangement allowed the experimental animal to breathe while, during some tests, the majority of the body was submerged in water. During all tests in water, a Beckett N-lOO submersible pump was employed to circulate water in the chamber at a rate of 122 1/hr. The metabolic chamber was kept inside a Sherer Model CEL 25—7 Controlled Environmental Chamber to control the T . a Weight-specific oxygen consumption (V02), as a measure of metabolic rate, was monitored using an open-circuit system conforming to condition B of Hill (1972). The oxygen content of dry, COz-free air flowing out of the metabolic chamber was monitored continuously with a Beckman G-2 paramagnetic oxygen analyzer and recorded on a Honeywell Electronik 15 potentiometer. Ascarite (A.H. Thomas Co.) and Drierite (W.A. Hammond Co.) were used to absorb CO2 and water vapor, respectively, from the air flow. The rate of air flow entering the metabolic chamber was measured with a calibrated Gilmont Model 1300 flowmeter. The average flow rate ranged in different tests from 1803 to 3061 cc/min for dry air at STP. Before entering the metabolic chamber, the air flow was passed through a copper coil immersed in a water bath inside the environmental chamber. This allowed the air flow to equilibrate to the desired Ta. Oxygen consumption was calculated by the procedure of Depocas and Hart (1957) and Hill (1972) and expressed as cc 02(STP)/ g/hr. The experimental animal remained in the metabolic chamber after placement of the thermocouples for a period of at least 1 hr prior to testing to allow for the effects of the anesthetic to diminish and for adjustment to Ta, which had been established previously. V0 and Tc 2 were monitored until the muskrat had reached a steady state condition. The steady state condition was considered to be attained when there was no net change in Tc and V Before data were recorded after steady o O 2 state had been reached, the air in the metabolic chamber was allowed time to mix with incoming air at an equilibrium level of 902, as calculated by the formula of Lasiewski gt 2;. (1966). The chamber equilibrium time for each environmental medium tested was 40 min in air or 20 min in water. The average total time that the muskrat spent in the metabolic chamber was 4 hr with the time until equilibrium had been attained ranging from 1 to 2 hr. The Winkler method of measuring dissolved oxygen (Welch, 1948) was employed to determine if diffusion of oxygen between the air flow and water contributed a possible error in the measured oxygen con- sumption. Water samples were drawn prior to and immediately after testing, and the difference in oxygen concentration between the two samples calculated. The net oxygen exchange between air and water was found to be less than 0.5% of the 602 of the muskrat, and was considered to represent no significant error and was not corrected for. E. Whole-Body Insulation The whole-body insulation was calculated following the method of Scholander_g£.§l. (1950), in which insulation 8 (Tc - Ta)/TOZ. The insulation was corrected, by the method of Dawson and Schmidt-Nielsen (1966) for net changes in Tc during the test period, indicating a change in the heat content of the body. The change in the total heat content of the body was calculated after adjustment of the body weight by subtracting the weight of the appendages, which had temperatures approaching Ta' The net change in the heat content of the body was computed by the product of the adjusted weight of the body, the net —1 change in Tc’ and the specific heat of the body of 0.83 cal g °C . The change in heat content was subtracted from V02, when the net change in Tc was positive, and was added to V02, when the net change in TC was negative. F. Statistical Procedures Statistical comparisons were made for data on body temperatures with a split—plot, randomized block design on a 2(environmental media)x 3(Ta) factorial, one-way analysis of variance (AOV), and for 002 and whole-body insulation with a randomized block design on a 2x3 factorial, one-way AOV. Individual contrasts were made using Student-Newman-Keuls' test (SNK). Correlations between whole-body insulation and the regional body temperatures were calculated using correlation analysis. Differences were considered significant at Ps.05. RESULTS A. Regional Body Temperatures The mean temperatures for each of the six body regions (Tb) in relation to ambient temperature (Ta) in air and in water are summarized in Figure 1 and listed in Appendix A. Using a one-way AOV, it was found that the interaction of Ta and environmental medium as factors affecting T was statistically significant (P<.001), b inferring that Tb's were dependent on both Ta's and environmental media. Due to the magnitude of the interaction, the effects of Ta and environmental media on Tb were examined independently. The Tb's of all the body regions were found to increase in direct response to increases in Ta’ regardless of the environmental medium. However, the temperature responses for each of the body regions showed significant differences between the environments of air and water (P<.001). Tc and T s responded similarly to all treatment combinations. d A maximum difference of 1.1°C between the mean body tenperatures of Tc and T occurred in air at 20°C Ta. Only slight rises in ds temperature were recorded for the colon and dorsal skin from 20 to 30°C T in air and from 25 to 30°C in water. Exposure to 20°C in water a 10 Figure 1. Mean regional body temperatures, Tb, plotted against ambient temperature, Ta, for all muskrats in air and in water. The dashed lines are lines of equality between Tb and Ta' 11 8 ON ON #8 8 a muomwm ION 10M '00 to» 10v USLVM .8 was .8 van raw .=