Analysis of variance
The success of any breeding programme depends on the wide genetic variation and efficient selection strategies that make it possible to exploit existing genetic resources. Thus, knowledge of genetic variability is a basic prerequisite for any crop improvement programme to develop new genotypes to meet production, protection and consumer requirements
(Kumar et al., 2020). The genetic distance estimates form the basis for selecting parental combinations which leads to developing the new recombinants and scope for selection of transgressive segregates in early segregating generations
(Singh et al., 2016). The analyses of variance (ANOVA) of 17 biometrical traits are presented in Table 1. The variability in germplasm showed significant differences among all the recorded traits indicating the presence of considerable variability in the breeding material, except for the number of secondary branches, number of pods per plant and number of seeds per pod. The significant differences over the blocks for days to germination, days to flower initiation, days to 50% flowering, days to 100% flowering, days to first pod appearance, days to maturity, plant height, height of first pod and grain yield were also reported by
Kumar et al., (2021).
Cluster analysis
Based on the seventeen quantitative characters, D
2 analysis grouped 94 germplasm accessions into eight clusters (Table 2). The maximum numbers of accessions (32) were grouped in cluster II followed by cluster I (28), cluster III (12), cluster VI (8), cluster V (7), cluster VII (3) and cluster IV and VIII consisted two accessions in each cluster. The intra-cluster distance indicates the similarities between germplasm lines under a single cluster for various yield traits. The forty genotypes of chickpea were clustered into four clusters reported by
Qadeer et al., (2021) who found that maximumgenotypes consisted of cluster III (14). Similarly, fifteen genotypes of chickpea were also grouped into three clusters by
Mahmood et al., (2018). The intra-cluster distance of clusters ranged from 279.88 to 3860.74 is presented in Table 3. Inter-cluster distance shows the dissimilarities and diversity among the clusters. The maximum inter-cluster distance (179096.9) was recorded between clusters VII and IV followed by clusters IV and III (140587.5), clusters VIII and VII (128935.5) and clusters IV and I (96556.05). Cluster IIand I showed minimum inter-cluster distance (3639.5). Similar results were reported with intra and inter-cluster distance among seven groups for thirty-six genotypes
(Agarwal et al., 2018). Clusters with maximum inter-cluster distances were indicating the highest genetic diversity among the genotypes which were grouped in these clusters and could be useful for recombination breeding. The lowest inter-cluster distance shows the closeness between clusters with low diversity. The diversity analysis based on agro-morphological traits in chickpeas is a useful method to divide genotypes into different groups which could be utilized for further improvement programs (
Mohammed and Tesso, 2019).
Cluster mean and trait contribution toward divergence
The mean values of clusters of yield and component traits are presented in Table 4. The mean value for days to flower initiation was highest in cluster III (77.67days) and lowest in cluster V (55.29days). The mean value for days to 50% flowering ranged from 62 to 84 days represented in clusters V and III respectively. The mean value for plant height was highest (53.22 cm) in cluster VIII and lowest (44.00 cm) in cluster VII. The lowest mean value for days to maturity (114.57) was found in cluster V and the highest (126.75) in cluster III. Cluster IV shows the highest mean value for harvest index (63.83) and the lowest (50.59) in cluster II. The highest mean values for grain yield per plant, harvest index, biological yield per plant, primary and secondary branches per plant, plant height and days to maturity showed in cluster VII
(Agarwal et al., 2018). Cluster II out of four clusters showed the maximum mean value for number of pods per plant (83), 100 seed weight (31 gm), plant height (55 cm) and yield (1732 kg/ha) reported by
Qadeer et al., (2021). The contributions of characters toward the genetic divergence are presented in Table 5. The maximum contribution towards total divergence was recorded for the seed yield per plant (86.82%) followed by the days to flower initiation (2.81%), days to 50% flowering (2.43%), the height of first pod (1.81%), harvest index (1.72%), days to first pod appearance (1.49%), number of seeds per pod (1.44%) and rest of the traits were very low contribution towards genetic divergence. Under the present results, previous studies have demonstrated that maximum contribution toward total divergence for seed yield per plant, 100 seed weight, number of seeds per plant and number of secondary branches
(Akhil et al., 2019).
Principal component analysis
The principal components analysis (PCA) transformed the large set of data into a small number of variables (PCs) which contribute to the maximum proportion of variance of the experimental data
(Sharifi et al., 2018). The principalcomponent analysis of 90 germplasm lines of chickpea-based yield and contributing traits correlation matrix which yielded the eigenroots, eigenvectors and associated percentage of variation explained by eigenroot has been presented in Table 5. The recorded data was transformed into three principal components (PCs) which explained 97.78 percent of the total variation in which PC1, PC2 and PC3 accounted for 92.96%, 3.63% and 1.18% of the total variation, respectively (Fig 2). PCA provides a better way to understand the source of variation among the germplasm lines and is also responsible for the highest percentage of variation governed by the lower number of traits
(Sharifi et al., 2018). The first principal component had the largest eigenroot values 676547.9 of total variation followed by 26487.3 and 8591.69 for the second and third principal components, respectively. Out of six principal components first two PCs with more than 1 eigenvalue were contributing 77.67% and 79.54% of the total variance
(Rafiq et al., 2018; Rafiq et al., 2020).
The first principle component had the largest positive weight to days to flower initiation (0.00915) followed by days to first pod appearance (0.00673), days to 50% flowering (0.00408), early plant vigour (0.00383) and the high negative weight for seed yield per plot (-0.996), number of seeds per pod (-0.0695), seed index (-0.0304) and height of first pod (0.0212). The positive significant values for yield kg per ha, harvest index, pods per plant and 100 seed weight are exhibited by
PC1 (Mahmood
et_al2018). The secondprinciple component had the highest positive weight to seed index (0.0450) followed by harvest index (0.0389), number of seeds per pod (0.0198), days to germination (0.0141) and the high negative weight for days to flower initiation (-0.566), days to 50% flowering (-0.551), days to first pod appearance (-0.496), plant height (-0.293) and days to 100% flowering (-0.234). Similarly,
Qadeer et al., (2021) reported that the PC
1 and PC
2 show the highest positive significant value for number of pods per plant and 100 seed weight. The traits which indicate significant eigenvalue among the categorized components should be considered for selection of parents in a hybridization program
(Qadeer et al., 2021; Zubair et al., 2017).