Analysis of variance indicated that the mean sum of squares due to genotypes were significant for all the characters revealed that there was considerable genetic variability amongst the material under study for all the characters (Table 1)
.
Moderate value of PCV and GCV were recorded in grain yield per plant was 13.33 and 11.10 and harvesting index was 16.89 and 16.37
. The values indicates that there was considerable variability present for these characters under study
. Similar kind of results were also substantiated by
Kumar et al. (2022),
Chaitali and Bini (2007),
Shankarrao et al., (2010) and
Ranjan and Yadav (2019) on yield and its component traits in wheat
. The graphical representation of estimation of coefficient of variation in wheat is given in Fig 1.
Heritability in the broad sense was estimated for all the characters under study and is presented in Table 2; it ranged from 0.7 to 98.7%
. High heritability (above 60%) was observed for days to 50% flowering (65.9%), days to maturity (75.4%), plant height (98.7%), chlorophyll content (77.6%), spike length (93.4%), number of spikelet’s per spike (70.4%), number of grains per spike (95.7%), biological yield per plant (94.4%), grain yield per plant (69.3%) and harvesting index (94.0%)
. Similar findings were reported by
Kisana et al. (1982),
Rehman et al. (2015),
Prasad et al. (2007),
Bhushan et al. (2013),
Noorka et al. (2009),
Nagireddy and Jyothula (2009).
A genetic advance as a percentage of the mean was observed ranging from 0.049% to 32.70%
. The highest genetic advance as a percentage of the mean (above 20%) (At 1% selection intensity) was recorded for the harvesting index (32.70%)
. A similar finding was reported by Singh
et al. (2013).The harvest index revealed high estimates of heritability combined with genetic progress
. High heritability coupled with moderate genetic advance observed in traits
viz., plant height, spike length, number of grains per spike, biological yield per plant and grain yield per plant
. Thus, these characters showed additive gene action in their expression and can be improved through various breeding techniques
. The graphical representation of the estimation of h
2 (in the broad sense) and genetic advance in percent of the mean in wheat is given in Fig 2.
The Mahalanobis D2 analysis was employed to study genetic diversity existing among 21 Wheat genotypes on the basis of thirteen quantitative characters
. The pseudo-F-test revealed that seven clusters arranged were the most appropriate for grouping the 21 genotypes
. The distribution of 21 wheat genotypes in seven clusters is presented in Table 3.
The highest number of genotypes appeared in cluster 1 which contained 11 genotypes followed by cluster 2 having 5 genotypes
. Cluster 3, 4, 5, 6 and 7 each contain 1 genotype
. The estimates of average intra and inter cluster distance for the seven cluster is presented in Table 4
.
The highest intra-cluster distance was recorded in cluster 2 (9.35) followed by cluster 1 (8.58)
. The maximum inter cluster distance was recorded between cluster 2 and cluster 3 (20.22) followed by 2 and cluster 7 (19.37)
. This observation is presented in Table 5
.
Similar findings have been reported by
Singh and Dwivedi (2002),
Hailegiorgis et al. (2011).
The contribution of thirteen characters towards divergence in Table 6 showed the highest contribution by plant height (42.38%) followed by biological yield per plant (18.57%)
. The graphical representation in contribution of thirteen traits of Wheat towards divergence is given in Fig 3.