The combined analysis of variance showed significant differences (P<0.01) among the genotypes for all of the studied traits (Table 2 and 3). The mean seed yield performance ranged from 1992 - 2914 kgs/ha. According to the analysis of variance result, genotype ICCV-93954 scored the highest seed yield performance (2931.5 kgs/ha) followed by genotype DO47 (2731.6 kgs/ha) and ICC-07108 (2335.4 kg/ha) whereas, the lowest seed yield performance was recorded for genotype ICCV-08104 (1992 kg/ha) (Table 2). The standard checks, variety Kutaye and Minjar, recorded 2150kg/ha and 2093.5 kg/ha respectively, under the total grand mean of seed yield (2230.3 kg/ha). The range of variability for maturity (when 90% of plants from the plot reached at physiological maturity stage) was 93 to 98 days this indicates all the genotypes including the checks can group under early type of chickpea. Genotype DO47 the earliest genotype (93 days) followed by genotype ICCV-93954 and ICC-07108 which took 94 days to mature (Table 2). The maximum hundred seed weight of 34.2 gram was recorded in the genotype ICC-07108 this indicates the genotype is bold seeded whereas the smallest seed weight was recorded for the standard checks variety Kutaye and Minjar with 23.3 g and 23 g, respectively. The highest number of pods per plant was recorded 47 pods for genotype ICCV-93954 and the lowest 32 pods for ICCV-03203.
Environmental mean seed yield performance ranged from 1373.5kg/ha for Kobo-15 to 3685.7 kg/ha for Chefa-15 (Table 4). The highest environmental mean seed yield at Chefa-15 was attributed to uniform distribution and adequate rainfall during the growing season. On the other hand, inadequate and early cessation of rainfall contributed to the low mean seed yield at Kobo-15. The mean seed yield averaged over environments and genotypes was 2229.8 kg/ha. Both checks scored below overall environmental seed yield mean.
The genotype-environment interaction (GEI) was highly significant to contribute the variability between the genotypes (Table 5). As GEI is significant, it was further proceeded to estimate phenotypic stability (
Farshadfar, 2011) using Additive Main-effect and Multiplicative Interaction (AMMI) model. The results of AMMI analysis of grain yield data for twelve genotypes along with two checks over 8 environments (Table 5) revealed that the genotypes accounted for 11.4% of the total treatment sum of squares (SS), the environmental effect explained 71.8% and the GEI effect captured 16.7%, were all significant (P<0.001) (Table 5). A large SS for environments indicated that the environments were diverse, with large differences among environmental means causing most of the variation in grain yield, indicating that environment has a strong influence on grain yield
(Alam et al., 2015).
Based on this, the trial result was highly affected by environmental contribution. The magnitude of the GEI sum of squares was higher than that for genotypes (Table 5), indicating that there were substantial differences in genotypic response across environments, in agreement with previous reports
(Tonk et al., 2011, Alam et al., 2015, Vaezi et al., 2017).
Thus, only about 28.1% of the variation was relevant for identifying highest yielding genotypes in different environments as only G and GE interaction affect the ranking. The presence of GEI complicates the selection process as GEI reduces the usefulness of genotypes by confounding their yield performance through minimizing the association between genotypic and phenotypic values (
Farshadfar, 2011). Based on this, GEI was partitioned into IPCA-1, IPCA-2, IPCA-3 and IPCA-4 (Table 5). Similar findings were also obtained by Tarakanovas and Ruzgas, (2006) and
Bavandpori, (2015) on the additive main-effect and multiplicative interaction variance of the sum of squares due to GEI was partitioned into IPCA-1, IPCA-2, IPCA-3 and IPCA-4.
The first principal component axis (PCA-1) of the interaction captured 44.3% of the interaction sum of square in 20.9% of the interaction degrees of freedom. Similarly, the second principal component axis explained further 21.2% of the GEI sum of square while IPCA3 and IPCA4 explained 11.5 and 9.6% respectively.
According to
Kadhem and Baktash (2016), in AMMI the first two interaction principal component axis best predictive model explains the interaction sum of squares. Thus, interaction of the 14 genotypes with 8 environments was predicted by the first two principal components of GEI (Table 6).
The score and sign of IPCA1 reflect the magnitude of the contribution of both genotypes and environments to GEI, where scores near zero are characteristic of stability, whereas higher score (absolute value) considered as unstable and specific adapted to certain environment (
Kadhem and Baktash 2016). Based on this concept, G4, G6 and G12 placed relatively close to zero IPCA1 score line that means they performed and adapted to all environments where as G8, G14 and G10 were furthest away from zero due to this they adapted certain environments (Table 6). In overall, the genotypes adaptability/stability ranking for seed yield performance based on lower absolute IPCA1 scores was ICCV-04101 (0.48) > DO62 (0.52) > DZ-2012-CK-0033 (1.89) > Kutaye (3.68) > DO51 (4.25) > ICCV-03203 (4.41) > DZ-2012-CK-0027 (4.54) > ICC-07108 (5.88) > ICCV-08104 (6.01) > ICCV-00104 (6.21) > ICCX-90000-2-F5- (7.65) > DO47 (14.9) > Minjar (17.8) > ICCV-93954 (35.57) (Table 6).
AMMI stability value (ASV)
AMMI stability value was also computed to determine stability of the genotypes (Table 6). In fact, ASV is the distance from zero in a two-dimensional scatter of IPCA 1 (interaction principal component analysis axis 1) scores against IPCA 2 scores (
Kadhem and Baktash, 2016). Since the IPCA1 score contributes more to GE sum of scores, it has to be weighted by the proportional difference between IPCA 1 and IPCA 2 scores to compensate for the relative contribution of IPCA 1 and IPCA 2 total GE sum of squares. The distance from zero is then determined using the theorem of Pythagoras
(Purchase et al., 2000). In ASV method, a genotype with least ASV score considered as the most stable. Accordingly, genotypes G12, G2, G3, G5, G11 and G8 had general adaptation, while genotypes G4, G9, G13 and G1 were the most unstable. This was in agreement with
Farshadfar (2008) who has used ASV as one method of evaluating grain yield stability of bread wheat varieties. Similar reports were also observed by
Fereny et al., (2007) who has studied adaptability and stability pattern of spring wheat using ASV and other stability parameters.
Genotype selection index (GSI)
Stability information about a genotype is very important however not be the only parameter for selection, because the most stable genotypes would not necessarily give the best yield performance
(Mohammadi et al., 2007), hence there is a need for approaches that incorporate both seed yield mean and stability in a single criterion. In this regard, as ASV takes into account both IPCA1 and IPCA2 that justify most of the variation of GE interaction, therefore the rank of ASVi and rank of mean are incorporated in a single selection index namely Genotype Selection Index (GSI). The least GSI is considered as the most stable (Table 6) in that regard the G8, G11, G10 and G3 were considered as most stable genotypes, whereas, G9, G7, G14, G13 and G4 are the least stable genotypes. According to the first four AMMI selections per environment, G8 (genotype ICCV-93954) selected five times under first class and two times under second class this indicates G8 was the best performed overall the genotypes (Table 5). Depending on its performance this genotype was the best genotype to release as variety with G10 (genotype DO47) which was selected once under first and fourth class and six times under second class. G1 (genotype ICCV-08104) was selected twice under first class and once under third class. This genotype was also selected three times under fourth class. Based on this, G8 the most stable genotype followed by G10 and G1 (Table 5).
The best performs and stable genotype ICCV-93954 (G8) has 36.3 and 40% yield advantage over the standard checks (Table 6). The second-best genotype DO47 (G10) has 27.1 and 31.4% yield advantage over the checks. The genotype ICCV-07108 (G1) is the third best performed compare to others genotype including the checks.