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Am J Physiol Regul Integr Comp Physiol 275: R1455-R1460, 1998;
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Vol. 275, Issue 5, R1455-R1460, November 1998

Heritability of treadmill running endurance in rats

Lauren Gerard Koch, Todd A. Meredith, Teigen D. Fraker, Patricia J. Metting, and Steven Loyal Britton

Department of Physiology and Molecular Medicine, Medical College of Ohio, Toledo, Ohio 43614-5804

    ABSTRACT
Top
Abstract
Introduction
Methods
Results
Discussion
References

Treadmill running was evaluated as a phenotype for selective breeding for high- and low-endurance performance from a starting population of 18 male and 24 female outbred Sprague-Dawley rats. Each rat was exercised to exhaustion once per day for 5 consecutive days. The treadmill was set at a constant 15° slope, and the initial velocity of 10 m/min was increased by 1 m/min every 2 min. The total distance run on the single best day out of the five trials was taken as the measure of endurance performance. The original population (males and females combined, n = 42) ran on average for 396 m. The two lowest-performing pairs and two highest-performing pairs were selectively bred through three successive generations. After three generations of selection, performance of the offspring from the high selected line averaged 659 ± 36 m (n = 20), whereas low-performance offspring (n = 13) averaged 388 ± 28 m. The narrow-sense heritability, calculated as the regression of individual offspring performance on midparental value for each family, was 0.39 across the three generations. This implies that 39% of the variation in running endurance performance between the low and high selected lines was determined by heritable factors.

genetic models; exercise; inbred strains; polygenic trait; aerobic capacity

    INTRODUCTION
Top
Abstract
Introduction
Methods
Results
Discussion
References

AN AEROBIC ENDURANCE exercise test is often used to assess cardiovascular fitness and to estimate the magnitude of the cardiovascular reserve capacity (7, 9, 11). Aerobic capacity of an organism is likely polygenic in origin and is subsequently influenced to varying degrees by environmental factors. Traits such as endurance are often referred to as multifactorial to emphasize their determination by multiple genetic and environmental factors.

Simple additive models of heredity plus environment have been utilized to estimate the genetic contribution to the variance in endurance performance in monozygotic and dizygotic twins. Although the assumptions of twin studies are often not completely fulfilled or verifiable (10), Klissouras (14) estimated that the variability in maximal aerobic power, as measured by treadmill running to exhaustion, is 93.4% genetically determined in unconditioned humans. If indeed there is a large genetic component to a phenotype as fundamental to health and survival as endurance performance, the identification of the genetic substrate that dictates the difference between low- and high-endurance performance would be of major importance.

A starting point for identification of genes that dictate the differences in the phenotypic expression of traits of polygenic origin is to create strains that diverge to the extremes of the trait of interest by selective breeding (18). Selective breeding for a given phenotypic trait is most effectively achieved if 1) a quantitative, convenient, and repeatable measure of the trait can be devised and 2) the measure of the trait is markedly variant in an outbred population.

The purpose of this study was to evaluate the suitability of using treadmill running in rats as a phenotype for selective breeding for low and high aerobic endurance performance. Our results demonstrate that treadmill endurance running in rats has characteristics favorable for selective breeding for this trait. Under the conditions of high intensity of selection, in a relatively small population, the narrow-sense heritability (h2) was 0.39 over the first three generations. Development of these types of models will provide a critical substrate for evaluating the functional genomics of complex traits.

    METHODS
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Abstract
Introduction
Methods
Results
Discussion
References

Animals. The starting population was 24 male and 24 female outbred Sprague-Dawley rats (Harlan Sprague Dawley, Indianapolis, IN). Each rat was of different parentage so that endurance performance was not compared between brothers and sisters, which would tend to narrow the genetic variance. The rats were 10 wk old on arrival at our institution and were housed for 1 wk to allow for stabilization from any stress accrued during shipping. Each rat was provided food and water ad libitum and was placed on a 12:12-h light-dark cycle with the light cycle occurring during daytime.

Experimental protocol. The initiation to the treadmill was performed Monday through Friday for 1 wk, and endurance testing was performed Monday through Friday on the subsequent week. The first week consisted of introducing each rat to the treadmill (model Exer-4; Columbus Instruments, Columbus, OH) for gradually increasing durations each day. The goal was to identify those rats that were trainable to the extent of being able to run for 5 min at a velocity of 10 m/min on a slope of 15°. The ability to achieve this minimal level of running ability at least one time constituted the threshold performance necessary to be included in the group that would be evaluated for endurance the following week. This amount of exposure to treadmill running is below that required to produce a measurable change in aerobic capacity (1, 4). All rats not achieving this minimal running ability were excluded from further consideration.

The first 2 days of introduction to treadmill running consisted of simply placing the rat on the belt that was moving at a velocity of 5 meters/min (15° slope) and picking the rat up and moving it forward if it started to slide off the back of the belt; that is, the rats were not allowed to slide onto the 15 × 15 cm electric shock grid located at the back of the treadmill. During introduction days 3-5, the belt speed was increased to 10 m/min and failure to run caused the rats to slide off of the moving belt and onto the shock grid that delivered 1.2 mA of current at 3 Hz. The rats were left on the grid for ~1.5 s and then moved forward onto the moving belt. This process was repeated until the rats learned to run to avoid the mild shock.

Rats achieving the threshold performance during week 1 were evaluated for maximal endurance running for 5 consecutive days during week 2. Each daily endurance trial was performed at a constant slope of 15°, with the starting velocity at 10 m/min; running performance was evaluated at about the same time each day (between noon and 2 PM). The velocity was increased by 1 m/min every 2 min, and each rat was run until "exhaustion." Exhaustion was operationally defined as the third time the rat was willing to slide onto the shock grid and sustain 2 s of shock rather than run. At the moment of exhaustion the current to the grid was stopped and the rat was removed from the treadmill.

For each of the five trials, the total distance run (m) was used as the estimate of endurance performance. The single best daily run of five trials for each rat was considered the trial most closely associated with the heritable component of running endurance performance. All estimates of performance described in this study are based on this single best day of performance from each rat.

Selective breeding. By the single best day performance criterion, the two lowest- and two highest-performing rats of each gender were selected and paired for mating at each generation. The offspring (2 litters from the high-performance parents and 2 litters from the low-performance parents) were weaned at 30 days after birth. At 11 wk of age the offspring were introduced to the treadmill and subsequently tested for endurance as described above for the original population of rats.

The heritability of endurance performance was estimated in the narrow sense (h2) and was calculated as the regression of individual offspring performance on midparent performance per family. The value for midparent performance was calculated as the mean performance of the female and male parents of each family (8). If h2 = 1, then the trait was on average inherited with complete fidelity, whereas an h2 = 0 demonstrates no heritable similarity between parents and offspring.

Data are reported as mean values ± SE. Significance of differences was evaluated with Student's t-test for comparison between gender and between selected lines. Dunnett's test was used for multiple comparisons to the original population within each selected line (19), and differences were considered significant if the computed probability (P) was <0.05.

    RESULTS
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Abstract
Introduction
Methods
Results
Discussion
References

Performance of original population. All 24 of the females from the original population were able to satisfy the minimal running performance to be included in the group that went on for endurance testing. The females ran for an average duration of 27.2 min, which equated to an average distance of 445 ± 18 m on their best day of performance (range = 346-695 m). Eighteen of the twenty-four males were able to meet the minimum criteria for evaluation in the endurance test. The males ran for an average duration run of 21.8 ± 1 min and an average distance of 331 ± 21 m on their best day of performance (range = 149-544 m). The female rats in the original population weighed less (205 ± 1 vs. 302 ± 3 g) and ran both significantly longer (+5.4 min) and further (+114 m) than the males (Table 1).

                              
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Table 1.   Summary data of endurance running performance in original population and generation 1 

                              
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Table 2.   Summary data of endurance running performance in generations 2 and 3 

Figure 1A shows the daily performances for each of the females in the original population. The five daily runs are presented from the worst day of performance (day 5) to the best day of performance (day 1); these 120 runs in 24 female rats were found not to be different from a normal distribution as assessed by the Kolmogorov-Smirnov test (Lilliefors P value = 0.0159) (19). In general, for this group and all others, the relative ranking order of performance for a given rat was consistent. That is, superior performers retained their superior rank and inferior performers retained their inferior rank with each evaluation. Figure 1B shows the daily runs for the male rats ranked from the worst (day 5) to best (day 1) day of performance; these 90 runs in 18 male rats were found not to be different from a normal distribution (Lilliefors P value = 0.0275).


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Fig. 1.   Each thin solid line connects five daily running performances ranked from lowest (day 5) to highest (day 1) distance run for each female (A) and male (B) rat of the original population. Thick line shows ranked average value within each group. In general, rats retained their relative ranking on each trial. Rats selected as breeders for the start of the low and high lines are enclosed by rectangles.

Figure 2 shows a ranking of the best performance by each rat (males and females combined) from the highest to lowest distance run for the original population and the first generation of selection. The original population contained 42 rats that ran for an average of 396 ± 16 m with a range from 695 to 149 m. The average distance run by the 27 low-performance offspring was 449 ± 24 m (range = 186-721 m), which was not significantly different (P = 0.131) from the performance of the original population. The average distance run by the 25 high-performance offspring was 581 ± 35 m, with a range from 271 to 1,095 m, which was significantly greater than the original population (P < 0.0001) and represents an average improvement of 185 m. Only 3 of the 25 high-performance offspring achieved running distances that were less than the average of the original population. On average, offspring from the low-performance parents were not different from the original population, whereas the high-performance offspring were significantly greater by 46.7%.


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Fig. 2.   Distance run on the best day of performance for each rat for 1) original population (n = 24), 2) high-performance generation 1 offspring (n = 25), and 3) low-performance generation 1 offspring (n = 27). There was no significant difference between the distance run for the original population and the low-performance offspring. The high-performance offspring ran significantly further than the other two groups. Only 3 of the 25 high-performance offspring had running distances that were less than the average of the original population. Females are represented by open symbols and males are represented by closed symbols.

Response to selection. Figure 3 shows the response to selection at each of the three generations. In generation 1 there was a nonsignificant increase in the performance of the low-selected line and a large increase in the high-selected line. Presumably, this improvement in both lines over the original population represents an environmental response (the original population was born and raised for the first 10 wk in the colonies of Harlan Sprague Dawley). Despite this apparent environmental influence, the lines diverged significantly by 29% in the first generation (132 m difference). Response to selection continued in generations 2 and 3 (Table 2). By generation 3, the lines were separated in performance by 70% or different by 271 m of distance run.


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Fig. 3.   Response to selection for endurance performance. At each generation there was a significant divergence between the low- and high-selected lines. By generation 3 the lines were separated by 70%.

Heritability of running endurance. Figure 4 shows the regression of the running performance for the individual offspring for each family on the mean performance of the parents from which those offspring were derived. Running performances for 12 parental pairs (midparent values) and their offspring are represented (i.e., 2 litters each for both high- and low-selected lines across 3 generations). In general, the running performance of the parents was a significant predictor of the performance of the offspring. Approximately 32% of the variance (r = 0.57) in performance in the parents was associated positively with the variance in the performance of the offspring. The regression of offspring performance on midparental performance, which is an estimate of narrow-sense heritability, was 0.39. 


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Fig. 4.   Endurance performance of individual offspring regressed on parental performance for each of the 12 families (2 lines, 2 mated pairs across 3 generations). Midparent values are the parental average for each family. Approximately 32% of the variation (r = 0.57) in the midparental values was associated positively with variation in the values of the offspring. Narrow-sense heritability, estimated from the regression of offspring values on midparent values, was 0.39.

    DISCUSSION
Top
Abstract
Introduction
Methods
Results
Discussion
References

This study demonstrates that a phenotype related to aerobic endurance performance has characteristics that are suitable for selective breeding of this trait. Theoretically, artificial selection can alter the mean value of essentially any complex quantitative trait in both directions if the starting population is genetically heterogeneous (11). We used the following general criteria to guide the development of a suitable test of endurance performance: 1) simple to perform, 2) objectively interpretable, 3) gradable on a continuous numerical scale, 4) demonstrating a wide range in magnitude between the low and high values of the phenotype, 5) normally distributed, and 6) requiring relatively inexpensive equipment. Because endurance performance is a highly complex trait, it seemed particularly important to choose a simple yet sufficient test of this trait so that investigator-induced environmental factors are minimized.

Several human twin studies suggest that endurance capacity has substantial heritability. Klissouras (14) estimated the proportional contribution of heredity to the interindividual variance in performing an endurance run to exhaustion in pairs of monozygotic and dizygotic twins; subjects were evaluated at relatively young ages (7-13 yr) because it strengthened the assumption of a shared environment for both types of twins. He estimated that the variability in maximal aerobic power is 93.4% genetically determined. Bouchard et al. (2) estimated that a genetic component accounts for 70% of endurance performance in young adults when measured as the total work performed during a 90-min maximal ergocycle test. Other investigators, however, found only minimal (5) or no inheritable components related to measures of maximal aerobic performance (12). Although monozygotic twins are genetically identical and phenotypic variance between twins must be of environmental origin, twin studies should not be viewed as definitive. A finding of no significant genetic component could simply result from a large variability in the experimental measure of the phenotype of interest, especially for a complex measure such as maximal oxygen consumption (17). On the other hand, the effect of correlated environments would tend to inflate the apparent genetic contribution. For example, monozygotic twins may be treated more similarly by people than dizygotic twins because of their similar appearance.

From our experience with treadmill running in rats, we predicted that the selection process would more readily produce divergence of high-performance rats relative to the low-performance rats. This tenet is based on two ideas. 1) The environment can have an infinite negative influence on performance (i.e., take the distance run to zero). Factors such as subtle differences in housing or daily handling could cause a genetically superior rat to perform below its normal level on a given day. 2) The environment can have only a finite positive influence on endurance performance. These considerations also convinced us to use the single best performance of the five trials as being most exemplary of the endurance capacity associated with a genetic origin. In short, a negative environment could easily degrade a genetically fit rat into a poor performer, but we deemed it unlikely that a positive environment could transform a genetically below-normal performer into a top performing rat that would be selected for breeding.

We also considered whether the age of the rat at the time of testing could influence its performance. At 3 mo of age the separation in performance between the four low-performance and the four high-performance breeders from the original population was 215%. At 6 mo of age, these same rats were retested and the divide in their performance was 169%. Thus the divergence in performance for individual rats appears to be carried across a longer duration.

The absence of significant divergence for the offspring from the selected low-performance parents from the original population could originate from at least two sources of error. First, as described above, we think the accuracy of selection for low-performance rats is substantially less than for high-performance rats. Indeed, one or more of the low-performance parents may not have been as genetically low as our test estimated because of unknown environmental factors that compromised the running performance. This problem is of course more critical if it occurs in small populations and was perhaps amplified in the low-selected population because both litters had the same male parent; one of the low-selected males did not mate successfully. Second, subtle differences in housing conditions may have influenced the average performance for the original population versus the low and high offspring. The original population was born and housed for the first 10 wk at the Harlan Sprague Dawley Laboratories, whereas the low and high offspring were born and raised in the Animal Research Facility at the Medical College of Ohio in Toledo. The contribution from these two potential sources of error are unknown, but the wide divergence in performance between the offspring of the low- versus high-selected lines across three generations nevertheless demonstrates a substantial heritable component to endurance running.

Studies in other animal species also demonstrate that endurance performance has a heritable component that is measurable. Garland and his colleagues (3) found an h2 of 0.17 for endurance swimming performance in mice and reported an h2 of 0.70 for treadmill endurance running in garter snakes (6). Strict comparisons of heritability between studies are of limited value because single-generation heritability is influenced by nonstandardized factors that include 1) the magnitude of the breeding value and 2) the intensity of selection (16).

An ultimate goal is to develop and utilize selectively bred strains to identify the genetic substrate that dictates the difference between low-endurance performance and high-endurance performance. One view supports the hypothesis that endurance performance is determined largely by two factors: 1) the rate at which oxygen and nutrient substrates can be utilized to produce energy in the form of ATP and 2) the efficiency with which this energy is transferred into work (7, 15). Oxygen utilization is governed by the cardiac output and the ability of peripheral tissues to extract oxygen. Efficiency is the ratio of work performed to total energy expended and is determined by the complex interaction of all factors that translate energy into movement, such as skeletal mechanics, neuromuscular coordination, and heat dissipation. Given the complexity of endurance performance, it is impossible to predict the exact nature of the various individual traits that will be produced by artificial selection. Nevertheless, it seems reasonable to predict that major genetically mediated differences in the ability of the heart to create a cardiac output will be at least one of the factors selected for.

Joyner (13) has developed a more explicit model of endurance running performance that in its simplest form is the product of three physiological factors: 1) the maximal rate at which oxygen and nutrient substrates can be utilized (VO2 max) to produce energy in the form of ATP, 2) the percent of VO2 max at the threshold for lactate release, and 3) the efficiency of running. Each of these intermediates is polygenic in origin and highly complex in physiological expression. We hypothesize that allelic differences dictating cumulative changes in each of these three intermediate phenotypes will largely account for the magnitude of the difference in performance between selected lines for low- and high-endurance performance.

In summary, these results demonstrate that treadmill running endurance is a trait with a substantial heritable component. Based on a small outbred population of Sprague-Dawley rats, the treadmill running test we devised to assess endurance performance was normally distributed and demonstrated a wide range between low and high values for which to select for endurance performance. Selection was based on the one best day of performance, which seemed most appropriate because acute environmental factors can easily influence performance on any single day. The parents selected from this original population based on either low-endurance performance or high-endurance performance produced offspring that were divergent in performance over three generations. With appropriate divergent strains as a starting point, one will ultimately be able to identify genes that are causative of the difference between low- and high-endurance performance.

    FOOTNOTES

The costs of publication of this article were defrayed in part by the payment of page charges. The article must therefore be hereby marked "advertisement" in accordance with 18 U.S.C. §1734 solely to indicate this fact.

Address for reprint requests: S. L. Britton, Physiology and Molecular Medicine, Medical College of Ohio, 3035 Arlington Ave., Toledo, OH 43614-5804.

Received 12 January 1998; accepted in final form 17 July 1998.

    REFERENCES
Top
Abstract
Introduction
Methods
Results
Discussion
References

1.   Baldwin, K. M., D. A. Cooke, and W. G. Cheadle. Time course adaptations in cardiac and skeletal muscle in different running programs. J. Appl. Physiol. 42: 267-272, 1977[Abstract/Free Full Text].

2.   Bouchard, C., R. Lesage, G. Lortie, J.-A. Simoneau, P. Hamel, M. R. Boulay, L. Perusse, G. Theriault, and C. LeBlanc. Aerobic performance in brothers, dizygotic and monozygotic twins. Med. Sci. Sports Exerc. 18: 639-646, 1986[Medline].

3.   Dohm, M. R., J. P. Hayes, and T. Garland, Jr. Quantitative genetics of sprint running speed and swimming endurance in laboratory house mice (Mus domesticus). Evolution 50: 1688-1701, 1996.

4.   Dudley, G. A., W. M. Abraham, and R. L. Terjung. Influence of exercise intensity and duration on biochemical adaptations in skeletal muscle. J. Appl. Physiol. 53: 844-850, 1982[Abstract/Free Full Text].

5.   Engstrom, L. M., and S. Fischbein. Physical capacity in twins. Acta Genet. Med. Gemellol. (Roma) 26: 159-165, 1977[Medline].

6.   Garland, T., Jr., A. F. Bennett, and C. B. Daniels. Heritability of locomotor performance and its correlates in a natural population. Experientia 46: 530-533, 1990.

7.   Gordon, M. S. Animal Physiology: Principles and Adaptations (3rd ed.). New York: Macmillan, 1977.

8.   Griffiths, A. J. F., J. H. Miller, D. T. Suzuki, R. C. Lewontin, and W. M. Gelbart. An Introduction to Genetic Analysis (6th ed.). New York: Freeman, 1996.

9.   Hammond, H. K., and V. F. Froelicher. Exercise testing for cardiorespiratory fitness. Sports Med. 1: 234-239, 1984[Medline].

10.   Hartl, D. L., and A. G. Clark. Principles of Population Genetics. (2nd ed.). Sunderland, MA: Sinauer, 1989.

11.   Haskel, W. L. Health consequences of physical activity: understanding and challenges regarding dose-response. Med. Sci. Sports Exerc. 26: 649-660, 1994[Medline].

12.   Howald, H. Ultrastructure and biochemical function of skeletal muscle in twins. Ann. Hum. Biol. 3: 455-462, 1976[Medline].

13.   Joyner, M. J. Modeling: optimal marathon performance on the basis of physiological factors. J. Appl. Physiol. 70: 683-687, 1991[Abstract/Free Full Text].

14.   Klissouras, V. Heritability of adaptive variation. J. Appl. Physiol. 31: 338-344, 1971[Free Full Text].

15.   McArdle, W. D., F. I. Katch, and V. L. Katch. Exercise Physiology. Energy, Nutrition, and Human Performance (4th ed.). Baltimore, MD: Williams and Wilkins, 1996.

16.   Nicholas, F. W. Veterinary Genetics. New York: Oxford University Press, 1987.

17.   Shephard, R. J. Tests of maximum oxygen intake. A critical review. Sports Med. 1: 99-124, 1984[Medline].

18.   Silver, L. M. Mouse Genetics. Concepts and Applications. New York: Oxford University Press, 1995.

19.   Zar, J. H. Biostatistical Analysis. Englewood Cliffs, NJ: Prentice Hall, 1984.


Am J Physiol Regul Integr Compar Physiol 275(5):R1455-R1460
0002-9513/98 $5.00 Copyright © 1998 the American Physiological Society



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