Submitted22-01-2019|
Accepted28-03-2019|
First Online 11-01-2020|
ABSTRACT
INTRODUCTION
MATERIALS AND METHODS
Karnal is situated at an altitude of 235 to 252 meters (748 feet) above the mean sea level at 29.68°N latitude and 76.98°E longitude in eastern zone of Haryana which comes under the Trans-Gangetic plain agro climatic zone of India. The climate that prevails is subtropical in nature. The temperature in summer months (April to June) ranges between 24°C-44°C. Karnal experiences moderate rainfall in the months of July and lasts till September. Winters are extremely cold. The temperature ranges from 4°C to 32°C in winter months (October, November, December and January).
Standardization and normalisation of data
The records of Karan-Fries cows of known pedigree and with normal lactation were included in the present study. The normal lactation was considered as a period of milk production by a cow for at least 100 days, the milk production in lactation was recorded a minimum of 500 kg and the cows calved and dried under normal physiological conditions. Out of 402 Karan-Fries cows, information of 51 cows were not considered for this study due to various reasons like abortion, still birth and other reproductive problems.
Data source
Data on records of 351 Karan-Fries cows, spread over a period of 12 years maintained at ICAR-National Dairy Research Institute, Karnal were analyzed for first lactation milk yield and energy traits viz; First lactation 305-day milk yield (305MY- kg), Fat based energy corrected milk yield (FBECMY-kcal), Fat, protein based energy corrected milk yield (FPECMY-kcal) and Fat, protein and lactose based energy corrected milk yield (FPLECMY-kcal). The study was classified into three periods viz; 1(2007-2010), 2(2011-2014) and 3(2015-2018). Each year was sub-classified into four seasons, depending on prevalent meteorological factors, feed and fodder availability as recorded in CSSRI, Karnal (Singh, 1983). Age at first calving of Karan-Fries cows was classified into three age groups using mean and one standard deviation after normalizing the distribution of AFC in the population as 1{≤ 877 (65)}; 2{878-1200 (237)} and 3{≥ 1201 (49)}.
Statistical models of analysis
The univariate animal model was fitted to estimate variance components and heritabilities independently for the four traits. Bivariate or pairwise animal models were used to estimate genetic and phenotypic correlations between the traits. Animal model by WOMBAT software (Meyer, 2007) was used for sire evaluation. The season and period of calving, age group were used as fixed effects, and sires were considered as random effect.
First lactation energy corrected milk of Karan-Fries cows was estimated by using standard practices as suggested by Overmann and Sanmann (1926) as follows:
Fat based energy per kg (cal) (FBE/kg) = Average Test Day fat Percentage (ATDFP) × 9.23) × 1000/103
Fat, Protein based energy per kg (cal) (FPBE/kg) = Average Test Day fat Percentage (ATDFP) × 9.23) + Average Test Day Protein Percentage(ATDPP) × 5.71) ×1000/103
Fat, Protein, Lactose based energy per kg (cal) (FPLBE/kg) = Average Test Day fat Percentage (ATDFP) × 9.23) + Average Test Day Protein Percentage (ATDPP) × 5.71) + Average Test Day Lactose Percentage (ATDLP) × 3.95) ×1000/103
Fat Based Energy corrected milk yield (kcal) (FBECMY) = Fat based energy (FBE/kg) × (305MY)
Fat Protein based energy corrected milk yield (kcal) (FPECMY) = Fat protein based energy (FPBE/kg) × (305MY)
Fat Protein Lactose based energy corrected milk yield (kcal) (FPLECMY) = Fat protein lactose based energy (FPLBE/kg) × (305MY)
Where, the values 9.23, 5.71, 3.95 are calories of heat evolved by the complete combustion of one gram butter fat, one gram protein and one gram lactose, respectively.
RESULTS AND DISCUSSION
The heritabilities, genetic and phenotypic correlations estimates for energy corrected milk yield in the first lactations of Karan-Fries cows are presented in Table 1.
The heritability for 305MY, FECMY, FPECMY and FPLECMY was medium to high i.e; 0.23, 0.65, 0.11 and 0.39 respectively. The FECMY and FPLECMY had positive genetic and phenotypic correlations (0.99) with 305MY. The FPECMY had positive (0.060) genetic and negative (-0.1) phenotypic correlations with 305MY. The summary statistics of 305MY, FECMY, FPECMY and FPLECMY with respective coefficient of variation are presented in (Table 2).
Successful breeding programmes depend on the precision of genetic and phenotypic parameter estimates, which take account of heritability and correlation between traits. The heritability of traits of energy traits in our study indicated sufficient additive genetic variance for affecting the selection to improve the traits genetically. The present heritability estimate of 305MY was in agreement with Mishra and Joshi (2004) and Kumbhare and Gandhi (2007) and higher than the report of Rashia (2010) and Divya (2012) as 0.20. The estimate was lower than Singh (2013) and Singh (2014) who reported values of 0.34 and 0.35, respectively. Very high correlations (0.99) of FECMY and FPLECMY with 305MY also indicate that sires can be evaluated based on ECMY as it accounts for both milk yield and constituent traits and also evidence for common genetic and physiological mechanism regulating these traits. The FPECMY had positive (0.060) genetic and negative (-0.1) phenotypic correlations with 305MY. The correlations indicate that selection for an increased fat protein yield will decrease the milk yield in cattle. Navid Ghavi Hossein-Zadeh (2012) reported heritabilities from 0.14 to 0.21 for energy corrected milk (ECM) and greatest genetic correlations were between ECM (2nd parity) and ECM (3rd parity) (0.96), greatest phenotypic correlations were between ECM (1st parity) and ECM (2nd parity) (0.57) and ECM (2nd parity) and ECM (3rd parity) (0.57). Huttmann et al., (2009) reported the average heritability of 0.23 for daily ECM in the first lactation Holstein cows whereas, Liinamo et al., (2010) reported the average heritability of 0.25 in Nordic Red dairy cattle. Estimates of genetic and phenotypic correlations are crucial in genetic improvement programmes because they indicate the extent to which one trait will genetically and phenotypically vary if a correlated trait is improved. The average breeding value of sires for first lactation 305 days milk yield, FECMY, FPECMY and FPLECMY were 3572.35kg, 1406.09, 2112.43 and 2787.33 kcal, respectively (Table 3).
The number of sires below average and above average was similar for all the traits indicating alike ranking of sires. The difference between upper and lower estimates breeding values was highest for FPLECMY as 1,321.63 kcal signifying that this trait discriminated amongst bulls to the highest extent. The FPLECMY was followed by 305MY, FECMY and FPECMY. The ranks of sires by AM method of sire evaluation for 305MY, FECMY and FPLECMY exhibited a 100 percent level of similarity (Fig 1).
There was a huge variation in the ranking of sire based on FPECMY. This may be due to negative correlation of milk yield with fat and protein percent. Higher heritability of ECMY with high genetic and phenotypic correlations with 305MY shows higher prospective for selecting animals based on their first parity records. This is an advantage due to reduced generation interval. Also for many years, sires have been selected for high yields of milk, which has resulted in a very slow increase in fat and protein percentages over time. Herds that are more than one standard deviation below the breed average for fat or protein may benefit from including energy traits in sire selection criteria.
CONCLUSION
ACKNOWLEDGMENT
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