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ANIMAL GENETICS |

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* Department of Animal Sciences, Colorado State University, Fort Collins 80523;
and
Department of Animal Science, Iowa State University, Ames 50011; and and
Institute of Veterinary, Animal & Biomedical Sciences, Massey University, Palmerston North, New Zealand
| Abstract |
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Key Words: cattle growth heritability maternal effect pulmonary arterial pressure
| INTRODUCTION |
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Research conducted by Schimmel and coworkers determined PAP were positively correlated with preweaning performance in heifer calves and negatively correlated with postweaning performance in feedlot bulls (Schimmel et al., 1980
; Schimmel and Brinks, 1982
, 1983
). Correlations of PAP with growth are especially important, because genetic merit for direct effects on weaning and yearling weights in the national population of registered Angus cattle has been increasing over the last 3 decades at 1.5 and 2.8 kg· yr–1, respectively (American Angus Association, 2007
). Darling and Holt (1999)
found coefficients from parent-offspring regression of PAP were different for sire-daughter compared with sire-son, dam-daughter, and dam-son comparisons. Possible explanations include maternal effects or different inheritance of PAP for male and female calves. The objectives of this study were to compare alternative models of PAP to quantify genetic and phenotypic relationships between PAP and growth traits of Angus weaned calves bred and tested at an altitude of 1,981 m.
| MATERIALS AND METHODS |
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Data Source
A database of PAP scores from a Colorado ranch located at an elevation of 1,981 m was made available by the owner. Body weights and pedigree information from that ranch were provided by the American Angus Association. Both data sources were provided electronically in 2004. Body weights had been collected from 2,305 spring-born, registered Angus cattle born between 1984 and 2003. Cattle included 1,088 bulls, 1,150 heifers, and 67 steers that were AI or natural-mated progeny of 132 sires and 793 dams. Average progeny per sire and dam were 16 and 2, respectively.
Adjusted Weaning Weight
Adjusted 205-d weaning weight (WW) was calculated as birth weight (BWT) plus 205 xADG from birth to weaning (Beef Improvement Federation, 2002
), with no adjustment for age of dam. No adjustments were made to BWT.
Measurement of PAP
A single measure of PAP from each calf was collected at weaning in November of each year, except 2003, when PAP was measured in December. The same licensed veterinarian experienced in PAP measurement collected scores on an average of 115 animals · yr–1 using procedures described by Ahola et al. (2006)
. In brief, a catheter was inserted into either jugular vein via venipuncture and threaded through the right atrium and ventricle to the pulmonary artery. Systolic and diastolic blood pressures were measured and averaged using a cardiac monitor (Hewlett-Packard, Grady Medical Systems, Winchester, CA). Age at the time of PAP testing averaged 277 d, ranged from 171 to 343 d with a SD of 28 d, and was used as a linear covariate for PAP.
Multivariate Models for PAP
Three multivariate models were compared, which differed in the nature of the random effects for PAP but used commonly accepted model equations for WW and BWT. Fixed effects fitted for growth traits were identified from previously published reports and included contemporary group effects defined as management group xage of dam xyear xsex subclasses. Fixed effects for PAP included age of dam, contemporary group defined as year xsex subclasses, and the covariate age at measurement. These were tested for significance in a single-trait mixed model using a conditional Wald statistic in ASREML (Gilmour et al., 2006
). Significant fixed effects were subsequently fitted for PAP in multivariate models including growth traits.
The model equations for growth traits included direct (D superscript) and maternal (M superscript) effects and were yBWT = cgBWT + uDBWT + uMBWT + eBWT and yWW = cgWW + uDWW + uMWW + eWW, where cgi and ei denote the contemporary group and residual effects for trait i. Model 1 included the 2 growth trait equations and a maternal model equation for PAP, yPAP = cgPAP + β
PAP + uDPAP + uMPAP + ePAP. The coefficient β represented the regression of PAP on age at PAP measurement, aPAP. Model 2 included the 2 growth trait model equations and 1 equation for PAP measurements on males (PAPM) and another for measurements on females (PAPF), yPAPM = cgPAPM + βM
PAPM + uDPAPM + ePAPM, and yPAPF = cgPAPF + βF
PAPF + uDPAPF + ePAPF. These equations for PAP did not include maternal effects. A distinct regression coefficient, βi, was fitted for age at PAP measurement, aPAPi, where i reflects the sex of the animal with the PAP record. Model 3 was the simplest model for PAP and included the 2 growth trait model equations and a model equation for PAP that ignored maternal effects and did not distinguish random direct and residual effects according to the sex of the animal with the PAP record, yPAP = cgPAP + β
PAP + uDPAP + ePAP.
The residual variance-covariance matrices for models 1 and 3 were constructed from a matrix R0 of order 3 and included 6 parameters. The corresponding matrix for model 2 had order 4 and included 9 parameters, not counting the residual covariance between PAPM and PAPF, because no individual could be observed for both the male and female definition of the trait.
The genetic variance-covariance matrices were constructed from a matrix G0 that for model 1 had order 6 (UDBWT,uMBWT,uDWW,uMWW, uDPAP,uMPAP), model 2 had order 6(UDBWT,uMBWT,uDWW,uMWW,uDPAPM,uDPAPF), and model 3 had order 5 (UDBWT,uMBWT,uDWW,uMWW,uDPAP). The corresponding number of genetic parameters was 21, 21, and 15, making a total of 27, 30, and 21 variance parameters in each of the 3 models.
Models were compared by likelihood ratio test, assuming that the genetic and residual effects followed a multivariate normal distribution with zero covariance between genetic and residual effects. Twice the absolute difference, after convergence, in ASREML-estimated likelihood between the full and reduced models was compared with tabulated
2 values with degrees of freedom determined by the difference in number of parameters between the models. The significance of maternal effects for PAP was obtained from the likelihoods for models 1 and 3. This test had 6 df, the difference in number of parameters between the 2 models. The significance of fitting PAP as different traits by sex could not be obtained by comparing likelihoods of models 1 and 3, because these have different fixed effects and ASREML does not compute the contribution of fixed effects to the likelihood. Instead, model 3 was approximated by parameterizing model 2 using converged estimates of variance parameters from model 3 and assessing the likelihood without iteration. The genetic correlation between male and female effects could not be parameterized to unity, because this would result in a singular genetic variance-covariance matrix. Accordingly, it was fixed as 0.99, arbitrarily close to the boundary of the parameter space. This test had 9 df.
Variance components were estimated using significant fixed effects for PAP and the most appropriate multivariate model. Functions of estimated components, such as heritabilities and genetic and phenotypic correlations, were obtained from converged variance components using ASREML procedures.
| RESULTS AND DISCUSSION |
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Age of dam was not a significant effect for PAP (P >0.7), and was therefore not included as a fixed effect in the PAP model equation for variance component estimation.
Heritability for PAP was 0.34 ± 0.05, whereas heritabilities for direct and maternal BWT and WW were low to high (Table 1
) but consistent with literature estimates. Heritabilities and genetic correlations among direct and maternal BWT and WW will not be discussed further, because there are already numerous published estimates (Garrick et al., 1989
; Speidel et al., 2007
) and reviews (e.g., Koots et al., 1994a
,b
). Maternal heritability for PAP converged to the boundary of 0.0. The model with maternal genetic effects for PAP was not significantly better (P >0.7) than a model with only direct effects. Previous heritabilities for single measures of PAP collected at weaning ranged from 0.13 to 0.46 (Schimmel et al., 1981
; Schimmel, 1981
; Enns et al., 1992
), and the current estimate, 0.34, was within this range. Heritability estimates for repeated PAP measures tend to be greater. LeValley (1978)
estimated PAP heritability to be 0.42 and 0.66 when measured at birth and weaning, respectively, for a pooled data set of pure-bred Hereford and Angus cattle at an elevation of 2,316 m. Schimmel (1981)
, at the same elevation, estimated high and consistent heritabilities, 0.77 and 0.78, for pre- and postweaning measurements of PAP in a pooled data set comprising purebred Hereford, Angus, and Red Angus bull calves.
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Genetic correlations between PAP and weights were positive and large for direct effects and close to zero for maternal effects (Table 1
). Schimmel (1981)
reported genetic correlations with PAP of –0.43 and 0.19, for birth and weaning weights, respectively. Phenotypic correlations between PAP and weights were positive but low (Table 2
). LeValley (1978)
reported phenotypic correlations of –0.20 and 0.05, for BWT and WW, respectively. Collectively, these reports suggest correlations between PAP and growth traits may be sensitive to age or season in which PAP was measured.
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In the current study, greater PAP scores did not appear to be adversely phenotypically associated with WW. Every animal whose details were provided for analysis had a WW. Colorado ranchers usually move cows and calves before weaning to grazing pastures at higher altitudes in June or July, and susceptible calves that did not exhibit symptoms at birth may have developed brisket disease (Will et al., 1975a
,b
) and died before weaning with no birth information being entered into the database. The extent of such bias cannot be determined from these records.
Alexander and Jensen (1963)
observed a phenotypic correlation between chronic hypoxia and hypertrophy of the smooth muscle located within pulmonary arteries and arterioles. Comparison of domestic cattle and other Bos species residing at high altitudes indicated the latter do not experience brisket disease, even though these animals reside at altitudes of 3,200 m or higher (Anand et al., 1986
; Durmowicz et al., 1993
). Durmowicz et al. (1993)
evaluated the response of the native high-altitude yak (Bos grunniens) and determined that at rest at 730 m the yak had PAP scores of 24 mmHg, lower than 29 mmHg for yearling steers residing at 1,600 m and 24 mmHg for cattle less than 1 yr of age at sea level. Durmowicz et al. (1993)
also observed that induced hypoxia elevated PAP, but a vasoconstrictor agent such as norepinephrine caused greater vasoconstriction response and higher PAP than hypoxia. Also, acetylcholine and sodium nitroprusside caused vasodilation, lowered PAP, and increased cardiac output.
Comparison of domestic cattle and yak artery and arterioles indicated the yak had less vascular smooth muscle, and endothelial cells were longer, wider, and rounder. Histological differences may influence pulmonary vascular tone and reactivity and allow the yak to adapt to hypoxic conditions better than cattle (Durmowicz et al., 1993
). Anand et al. (1986)
mated adapted high-altitude yak sires with domestic cows, and the F1 progeny had PAP and pulmonary arterial resistance measurements similar to yak sires; however, backcrossing F1 females with domestic bulls created backcross progeny with segregated PAP scores representative of either the resistant yak or susceptible domestic cow. Anand and coworkers (1986)
concluded the F1 and some backcross progeny retained the hypoxic hypovasoconstrictor response of the high-altitude yak. Will et al. (1975a)
observed a similar result in which progeny of sires resistant to high-altitude pulmonary hypertension and brisket disease had calves that were resistant and had lower PAP scores than progeny of susceptible sires.
Regulation of variation in the vasocontrictor response by a single locus may be plausible; however, the challenge will be to determine where the locus is and what gene or genes are influenced by that locus. Comparison of smooth muscle in the small pulmonary arteries and arterioles indicated a negative relationship between the amount of smooth muscle and hyporesponsiveness (Tucker et al., 1975
). Therefore, smooth muscle structure may be useful to identify proteins responsible for regulation of pulmonary hypertensive reactivity and expression of brisket disease. Potential candidates include plasminogen activator, endothelial NO synthase, and hypoxia-inducible factor-1.
Plasminogen activator is a protein associated with repair of the endothelial cells of veins and capillaries. Astrup et al. (1968)
observed greater mean levels of this protein in Bos indicus vs. Bos taurus cattle, suggesting B. indicus are less susceptible to brisket disease and are able to recover more quickly if inflicted. Polymorphisms induced in the endothelial NO synthase gene resulted in mice that were more reactive to mild hypoxia and developed pulmonary hypertension more quickly than mice lacking the polymorphisms (Steudel et al., 1997
). Levels of hypoxia-inducible factor-1 were shown to influence expression of genes that modify vascular tone in response to low oxygen tension (Ke and Costa, 2006
). Variation in pulmonary hypertensive reactivity is present among many species, and other candidate genes may be identified using genomes of the hyper-responsive porcine, moderately responsive rodent, hyporesponsive ovine, or nonresponsive canine (Tucker et al., 1975
).
Regardless of the underlying causes of variation, single measures of PAP collected in spring-born registered Angus cattle were found to be moderately heritable but had unfavorable genetic correlations with direct effects on growth. Selection for growth based on performance recorded at a low altitude would be expected to increase PAP scores and susceptibility to brisket disease at high altitude. Selection for performance at high altitude should consider PAP along with growth and other economically relevant traits recorded in high-altitude conditions.
| Footnotes |
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2 Corresponding author: dorian{at}iastate.edu
Received for publication May 15, 2007. Accepted for publication December 11, 2007.
| LITERATURE CITED |
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