|
|
||||||||
Department of Dairy Science, Virginia Polytechnic Institute and State University, Blacksburg 24061-0315
Corresponding author: B. G. Cassell; e-mail: bcassell{at}vt.edu.
| ABSTRACT |
|---|
|
|
|---|
Key Words: inbreeding fertility Holstein Jersey
Abbreviation key: 70d NR = 70-d nonreturn, CR = calving rate, ABTK = Animal Breeders Tool Kit, AIPL = Animal Improvement Programs Laboratory
| INTRODUCTION |
|---|
|
|
|---|
Smith et al. (1998) reported a decrease of 13.1 d in length of productive life (defined as the period from birth of first calf through culling date from the herd) for each 1% increase in inbreeding in registered Holsteins. The same study reported a loss of $22 to $24 lifetime net income per 1% increase in inbreeding. These are cumulative effects of many traits, production, health, and vigor, reproductive processes among them. Smith et al. (1998) also reported an extension of first calving interval by 0.26 d per 1% increase in inbreeding, a more specific measure of the effects of inbreeding on reproductive performance. Thompson et al. (2000a, 2000b) reported increases in age at calving for Holsteins and Jerseys when inbreeding exceeded 10%, but not for smaller amounts of inbreeding. Both of the reports by Thompson et al. (2000a, 2000b) showed a decrease in lactation length by 2 to 8 d in Holsteins when inbreeding exceeded 10% and by 3 to 5 d when inbreeding exceeded 5% in Jerseys. The authors concluded that the biggest expense of inbreeding was a reduction in survival.
The work of Smith et al. (1998) and Thompson et al. (2000a, 2000b) addressed production, survival, and lifetime performance rather than individual reproductive events. Hoeschele (1991) noted that fertility included paternal, maternal, and filial components, and both genetic and permanent environmental effects. She reported an increase in days open of 0.13 d/1% increase in inbreeding in Holsteins and an extension of service period (days from first to last breeding) of 0.10 d/1% increase in inbreeding. Pulkkinen et al. (1997) examined the effects of both maternal and fetal inbreeding in a study of multiphasic logistic functions of sequential breeding records. This preliminary work found a confounding between maternal and fetal inbreeding such that greater inbreeding in dams was associated with less inbreeding in the fetus. Inbreeding in the dam, but not the fetus reduced 56-d nonreturn to service. Inbreeding in the fetus, but not the dam reduced the probability of a birth given a nonreturn to service. Inbreeding in the dam appeared to affect embryo survival in early gestation, whereas inbreeding of the fetus affected its survival at later stages.
Estimates of effects of maternal inbreeding on fertility traits are not widely available in the literature, and the role of inbreeding in the fetus is even less well known. Phenotypes for fertility are not normally distributed but are either discontinuous (nonreturn data, calving rates) or continuous with substantial skewedness (Hoeschele, 1991). Efforts have been made to address these challenges (i.e., threshold models with Gibbs sampling, Weigel and Rekaya, 2000), but the methods are computationally tedious and problems do occur with small contemporary groups containing all successes or failures. The purpose of our study was to estimate maternal and fetal inbreeding depression on fertility in Holsteins and Jerseys. The traits studied were 70-d nonreturn to service (70d NR) and calving rate (CR), where success is verified by a subsequent calving.
| MATERIALS AND METHODS |
|---|
|
|
|---|
Pedigree data were obtained from the Animal Improvement Programs Laboratory (AIPL), USDA, Beltsville, Maryland. The AIPL files include estimates of inbreeding calculated by a method that replaces missing ancestors with average relationships between relatives of similar approximate ages (VanRaden, 1992). We constructed five-generation pedigrees from AIPL pedigree files, and estimated inbreeding directly from the pedigrees using the traditional procedures of Golden et al. (1995) in the Animal Breeders Tool Kit (ABTK). These estimates were used throughout the study rather than the estimates from AIPL, where average relationships replaced those few ancestors that were missing. This approach differs from Cassell et al. (2003), where AIPL and ABTK inbreeding estimates were compared. Fetal inbreeding was estimated by combining pedigrees of service sire with the pedigree of each cow bred. A base of 1960 was used for all pedigrees.
Two measures of conception were used: 70d NR and CR were scored as binary traits. If a cow returned to service by the report of a subsequent service through DHI within 70 d of first service, both 70d NR and CR were recorded as zero. If a subsequent service was reported after 70 d but prior to the next parturition for any reason, 70d NR was recorded as 1. Calving rate was coded as 1 only if the cow initiated a subsequent lactation as a result of the first service as determined by an acceptable gestation interval. If CR was 1, 70d NR was also 1, but CR could be 0, while 70d NR was 1 if the cow was inseminated a second time more than 70 d after first service. We restricted CR to first services in 1995 and 1996 to allow opportunity for the cow to deliver a calf to the reported first service.
Registered Holstein files were too large to include all animals in analysis. We selected a random sample of complete herd data where five or more cows were bred in all herd-year-seasons and restricted the final dataset to 70,000 to 80,000 records or approximately 50,000 cows. Jersey data were similarly restricted to herds with five or more cows per herd-year-season of breeding, but all qualifying herds were used. As CR was estimated only from cows bred in 1995 and 1996, the procedure was repeated for each breed to create four separate files for 70d NR and CR in Holsteins and Jerseys. Analysis by parities 1 to 4 was based on cows included in these four datasets.
Data were analyzed using the following animal model and the derivative-free procedure (MTDFREML) described by Boldman et al. (1995). The model used, in matrix form, is as follows:
![]() |
where Y is a vector of observations, X, Z, and W are incidence matrices associating vectors of fixed effects and covariates (b), additive genetic effects (u), and permanent environmental effects (p) with the observations, and e is a vector of residual errors. The model is further specified as an animal model for repeated records on single traits.
![]() | ([1]) |
where
| Yijklm | = | conception outcome of 70d NR or CR;
| HYSi | = | random effect of the ith herd, year, and season (DecMar, AprJul, AugNov) of breeding;
| Pj | = | fixed effect of parities 1 to 4;
| SSCk | = | fixed effect of the kth service sire class;
| ßFl | = | linear effect of maternal or fetal inbreeding in cow l or her fetus;
| ANl | = | random effect of the lth cow being bred;
| PEl | = | random permanent environmental effect for the lth cow; and
| Eijklm | = | random residual error for the mth record on cow l.
|
Service sire class specifies whether the service sire was in sampling or a proven bull at the time of use. Holstein bulls less than 1700 d and Jersey bulls less than 1625 d of age at time of service were considered to be in progeny testing programs. This effect was included to account for the practice of some herds to use young sire semen to inseminate cows that may not be in estrus at time of insemination (John Clay, personal communication). Some bulls would have services both as young sires and proven bulls across the 4 yr of data examined. We included three generations of pedigree information on the cow being bred in the relationship matrix for MTDFREML analysis. When fetal inbreeding was included as a covariate, the relationship matrix was still based on the dams pedigree. We chose to use MTDFREML for analysis of these binary traits on the basis of findings by Weigel and Rekaya (2000), where threshold models with Gibbs sampling were compared to MTDFREML procedures. Variance component estimates were slightly larger from threshold models, but were estimated with considerable difficulty due to "extreme subclass" problems where all cows bred in a herd-year-season either conceived or failed to conceive. The above model was modified for use with data from individual parities by eliminating parity and permanent environmental effects. We examined parities separately because of evidence in Thompson et al. (2000a, 2000b) that effects of inbreeding tended to be greater in younger animals for some traits. Some caution should be exercised in evaluating analysis by parity, as cows in advanced parities would have been those that reproduced successfully earlier in life.
| RESULTS AND DISCUSSION |
|---|
|
|
|---|
|
Inbreeding depression for 70d NR from the repeatability model was small, undesirable, and nonsignificant for Holsteins for either maternal or fetal inbreeding. Maternal inbreeding depression in Jerseys was significant, and showed that a Jersey cow with 10% inbreeding would be expected to have about 3% lower 70d NR than a noninbred Jersey cow. These apparent breed differences may reflect differences in data quality rather than differences in gene action in Holsteins and Jerseys. The effects are small and difficult to measure. On the other hand, differences in traits such as estrus expression may improve the accuracy of estrus detection in Jerseys. If so, phenotypic variance in 70d NR might be reduced relative to genetic variance in Jerseys, enabling us to detect statistically significant inbreeding depression in one breed but not the other. Breed differences in estrus expression through electronic monitoring are documented (Nebel et al., 2002).
Tables 2
and 3
include the same cows as Table 1
, but separated by parity. The model used for Tables 2
and 3
omitted parity and permanent environment from [1]
. Table 2
shows that inbreeding in Holsteins was higher in first-parity cows, the most recently born, and lowest in the fourth-parity cows. The fertility measure, 70d NR, also was lower for cows in later parities. Estimates of heritability were small in all parities. Maternal inbreeding depression was always undesirable in Holsteins but was not statistically significant in any parity. Jersey results in Table 3
showed a similar decline in average inbreeding and in fertility for older cows. Maternal inbreeding depression was significant in first parity and was more extreme, a 5% loss in 70d NR for 10% inbreeding, than the estimate of 3% per 10% inbreeding across parities in Table 1
. Inbreeding depression was not significant (P < 0.01) in second through fourth parities, but would have been declared significant for fourth parity at (P < 0.05). For Jerseys, the effects of inbreeding on fertility were greater in younger animals, a result consistent with Thompson et al. (2000b) for test-day milk production in Jerseys. Perhaps some of the inbred Jerseys that express depression in fertility do not survive commercial culling pressure to have two or more calves. We did not observe such an effect in Holsteins, however.
|
|
|
|
Maternal inbreeding significantly depressed CR (P < 0.01) for first, second, and third parities, but not for fourth in Holsteins. Inbreeding depression was about 4% for 10% maternal inbreeding in these Holstein cows. Fetal inbreeding depression was also undesirable and significant for first and third parities (4 or 5% decline per 10% inbreeding), but not significant for second and fourth parities. These results suggest that maintenance of a pregnancy for an entire gestation period is affected by either maternal or fetal inbreeding, but the effect is not large for cows that calve at least once. We cannot conclude that both maternal and fetal inbreeding reduce CR, as the effects were not considered jointly.
Effects of maternal and fetal inbreeding in Jerseys on CR are in Table 5
. The four datasets were the smallest used in this study. Both maternal and fetal inbreeding declined as parity advanced, consistent with other results. Mean CR was lower than mean 70d NR by 0.13 to 0.17 with greater declines in later parities. Maternal inbreeding depression was significant (P < 0.01) for first lactation CR, but not for later parities, a result consistent with 70d NR. Maternal inbreeding depression for CR was significant for second lactation at (P < 0.05). The inbreeding depression observed was 6%/10% increase in inbreeding, again in agreement with results for 70d NR in first parity. We observed no significant fetal inbreeding depression (P < 0.01) in the Jersey data, although first-parity results were significant at (P < 0.05). Whereas more data might verify existence of fetal inbreeding depression, we could not conclude that inbreeding in the fetus was a separate effect from inbreeding in the dam, as the two effects were not fit jointly and they do appear to covary with parity.
Inbreeding depression in 70d NR from a single insemination appears to be minor, particularly for cows with relatively small inbreeding coefficients (<10%). The largest effects of inbreeding in either 70d NR or CR occurred in first parity, either due to effects of selection, compensatory growth/development of inbred animals, or simply lack of sufficient nonadditive genetic variation for inbreeding depression to be expressed. The effects are cumulative over the lifetime of a cow, however. Further, inbreeding may depress 70d NR and resulting CR from second and subsequent inseminations as well. Our results are confirming evidence of the findings of Smith et al. (1998) that inbreeding extends first calving interval and extension of days open reported by Hoeschele (1991). Our results also confirm that the effects of inbreeding are not dramatic.
| CONCLUSIONS |
|---|
|
|
|---|
Our estimates of inbreeding depression are from field data where highly inbred cows are rare. Thus, the results apply primarily to cows with little inbreeding. Linearity of inbreeding depression in more highly inbred cows may not be a correct extrapolation of these results. Genetic variation, either additive or nonadditive, is a small part of total variation for fertility traits and the cows with phenotypes available are not highly inbred. Small, undesirable, but not consistently significant results seem reasonable in light of these conditions.
| ACKNOWLEDGEMENTS |
|---|
|
|
|---|
| FOOTNOTES |
|---|
Received for publication March 18, 2003. Accepted for publication April 28, 2003.
| REFERENCES |
|---|
|
|
|---|
This article has been cited by other articles:
![]() |
M. T. Kuhn and J. L. Hutchison Prediction of Dairy Bull Fertility from Field Data: Use of Multiple Services and Identification and Utilization of Factors Affecting Bull Fertility J Dairy Sci, June 1, 2008; 91(6): 2481 - 2492. [Abstract] [Full Text] [PDF] |
||||
![]() |
Y. Nagamine, K. Nirasawa, H. Takahashi, O. Sasaki, K. Ishii, M. Minezawa, S. Oda, P. M. Visscher, and T. Furukawa Estimation of the Time of Divergence between Japanese Mishima Island Cattle and Other Cattle Populations Using Microsatellite DNA Markers J. Hered., March 1, 2008; 99(2): 202 - 207. [Abstract] [Full Text] [PDF] |
||||
![]() |
O. Gonzalez-Recio, E. Lopez de Maturana, and J. P. Gutierrez Inbreeding Depression on Female Fertility and Calving Ease in Spanish Dairy Cattle J Dairy Sci, December 1, 2007; 90(12): 5744 - 5752. [Abstract] [Full Text] [PDF] |
||||
![]() |
I. Cerchiaro, M. Cassandro, R. Dal Zotto, P. Carnier, and L. Gallo A Field Study on Fertility and Purity of Sex-Sorted Cattle Sperm J Dairy Sci, May 1, 2007; 90(5): 2538 - 2542. [Abstract] [Full Text] [PDF] |
||||
![]() |
M. T. Kuhn, J. L. Hutchison, and G. R. Wiggans Characterization of Holstein Heifer Fertility in the United States J Dairy Sci, December 1, 2006; 89(12): 4907 - 4920. [Abstract] [Full Text] [PDF] |
||||
![]() |
P. M. VanRaden and R. H. Miller Effects of nonadditive genetic interactions, inbreeding, and recessive defects on embryo and fetal loss by seventy days. J Dairy Sci, July 1, 2006; 89(7): 2716 - 2721. [Abstract] [Full Text] [PDF] |
||||
| ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
| HOME | HELP | FEEDBACK | SUBSCRIPTIONS | ARCHIVE | SEARCH | TABLE OF CONTENTS |