Legume Research
Chief EditorJ. S. Sandhu
Print ISSN 0250-5371
Online ISSN 0976-0571
NAAS Rating 6.80
SJR 0.391
Impact Factor 0.8 (2024)
Chief EditorJ. S. Sandhu
Print ISSN 0250-5371
Online ISSN 0976-0571
NAAS Rating 6.80
SJR 0.391
Impact Factor 0.8 (2024)
Stability for Grain Yield using AMMI Bi Plot and Disease Reaction Studies in Pigeonpea [Cajanus cajan (L.) Millsp.]
Submitted14-10-2019|
Accepted20-12-2019|
First Online 15-04-2020|
doi 10.18805/LR-4259
AMMI analysis of variance
Additive main effects and multiplicative interaction (AMMI) analysis unfolded large influence of environment and genotype × environment interaction for variations in grain yield. The AMMI analysis of variance for grain yield (q/ha) of 15 genotypes tested in five environments showed that the main effects of Genotypes, Environments and G × E interaction. Environment accounted maximum variation (69.44%) followed by G × E interaction (13.28%) and genotypes. The analysis revealed that variances due to environments, genotype × environment interaction, PCA I and PCA II are highly significant (P<0.01), whereas significant (p<0.05) for genotypes. The large sum of squares for environments indicated that the testing locations were diverse and large differences among environmental means causing most of the variation in grain yield, which is in harmony with the findings of Zobel et al.,(1988). Further, genetic variability among the genotypes was indicated by large sum of squares for genotypes as reported by the Akter et al., (2014), Singh et al., (2018). The presence of genotype-environment interaction (GEI) was clearly demonstrated by the AMMI model, when the interaction was partitioned among the first three interaction principal component axis (IPCA), first two PCA axis declared significant by an F test and PCA III was statistically non significant. The IPCA1 explained 7.97% of interaction sum of squares with 17% of the interaction degree of freedom (DF). Similarly, the second and third principal component axis (IPCA 2 and 3) explained further 3.55% and 1.29% of the GEI sum of squares respectively (Table 2). This implied that the interaction of the pigeonpea genotypes with five environments was predicted by the first three components of genotypes and environments. This is in agreement with the recommendation of Sivapalan et al., (2000). However, findings of Zobel et al., (1988) recommended that most accurate model for AMMI can be predicted using the first two IPCAs.
Stability analysis by AMMI model
The presence of GEI was realized when the interaction was partitioned into the first two interaction PC axis (IPCA) (Table 2). IPCA1 and IPCA2 scores were highly significant, explaining 60.07% and 26.71% of the variability, respectively. These results are in agreement with Singh et al., (2018) and Zobel et al., (1988). In AMMI 1 biplot where the main effects (genotype mean and environment mean) and IPCA1 scores for both genotypes and environments are plotted against each other. On the other hand, the second biplot is AMMI 2 where scores for IPCA1 and IPCA2 are plotted (Fig 2). Different genotypes showed incoherent performance across all environments (Table 3). The mean grain yield value of genotypes averaged over locations ranged between 9.59 q/ha [KRG-221 (G8)] to 12.26 q/ha [GRG-152 (G1)]. Whereas, environments mean grain yield ranged from 14.24 (q/ha) for E2 to 5.19 (q/ha) for E1. The averaged grain yield over environments and genotypes was 10.64 (q/ha).
AMMI 1 biplot display Biplots are graphs where aspects of both genotypes and environments are plotted on the same axis, so that inter relationships can be visualized. Genotypes that group together have similar adaptation while environments which group together influences the genotypes in the same way. If a genotype or an environment has a IPCA1 score of nearly zero, it has small interaction effects and considered as stable. When a genotype and environment have the same sign on the PCA axis, their interaction is positive and if different, their interaction is negative. The AMMI 1 biplot expected yield clearly indicated for any genotype and environment combination can be calculated from Fig 1 following standard procedures suggested by Zobel et al., (1988).
AMMI 2 biplot display
In AMMI 2 biplot, (Fig 2) the environmental scores are joined to the origin by side lines. Sites with short spokes do not exert strong interactive forces. Those with long spokes exert strong interaction. In Fig 2 where the points representing the environments E1, E2, E3, E4 and E5 are connected to the origin. The environments Bidar (E1) and Kalaburagi (E3) had short spokes and they do not exert strong interactive forces. The genotypes occurring close together on the plot will tend to have similar yields in all environments, while genotypes far apart may either differ in mean yield or show a different pattern of response over the environments. Hence, the genotypes near the origin are not sensitive to environmental interaction and those distant from the origins are sensitive and have large interaction.
The genotypes GRG-152 (G1), GRG-811 (G15), KRG-244 (G9), AGL-1603-2 (G12) and TS-3R (G14) were hardly affected by the G ´ E interaction and thus would perform well across a wide range of environments. The genotype AGL-1603-2 (G12) showed resistance to both Fusarium wilt and sterility mosaic disease besides high yielding potential as indicated by its per se performance and the genotype GPT-1 showed resistance to both Fusarium wilt and sterility mosaic disease. Two genotypes viz., GRG-152 (G1) and GRG-811 (G15) showed resistance to Fusarium wilt and moderate resistance to sterility mosaic disease and high yielding. Hence, these genotypes could be used directly as a varieties or preference of parent in hybridization programme.
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