The yield performance of sweetpotato is highly influenced by the effect of genotype by environment interaction (G x E) and stability analysis is required before variety release. The objectives of the study were to estimate the magnitude of G x E interactions, to select high yielding and stable elite sweetpotato clones, and to identify the most discriminating and representative test environments in Ethiopia. The study was conducted across six diverse environments in southern Ethiopia in 2014. The locations were Halaba, Kokate, Areka, Arbaminch, Hawassa and Dilla. Twenty five clones (24 elite clones and one check variety) were used for the study and were arranged in a 5 x 5 simple lattice design for field experimentation. Genotype plus Genotype by Environment Interaction (GGE Bi-plot) method was used to study the stability of the clones for fresh root yield. Significant environment, genotype and G x E interaction variances (p < 0.01) were observed for fresh root yield. The magnitude of environment and G x E interaction effect was higher than that of the genotype effect. Three clones, G1 (Ukrewe x Ejumula-10), G6 (Resisto x Ejumula-7) and G20 (Ejumula x PIPI-10) were identified as stable and relatively high yielding genotypes. The mean root yields of the three clones were 25.1, 26.9 and 25.5 t ha-1, respectively for G1, G6 and G20. Accordingly, the above three elite clones were selected for ultimate evaluation and recommendations. Among the test locations, the highest and stable mean fresh root yield of 37.1 t ha-1 was recorded at Arbaminch. Therefore, Arbaminch was identified as the best environment for sweetpotato production in southern Ethiopia. The study revealed the possibility of breeding sweetpotato varieties for high yielding and stable clones that have wide adaptation in southern and similar agro-ecologies in Ethiopia.
Keywords: Elite clones, Fresh root yield, GGE, Multi-environment, Sweetpotato, Stability analysis.
DOI: 10.20448/813.11.1.9
Citation |Fekadu Gurmu (2017). Stability Analysis of Fresh Root Yield of Sweetpotato in Southern Ethiopia using GGE Bi-Plot. International Journal of Pure Agricultural Advances, 1(1): 1-9.
Copyright: This work is licensed under a Creative Commons Attribution 3.0 License
Funding : The Alliance for a Green Revolution in Africa, International Foundation for Science and Syngenta Foundation are duly acknowledged for financially supporting the study.
Competing Interests: The author declares that there are no conflicts of interests regarding the publication of this paper.
History : Received: 27 February 2017/ Revised: 17 March 2017/ Accepted: 28 March 2017/Published: 4 April 2017
Publisher: Online Science Publishing
Sweetpotato is one of the world’s most important food crops ranking seventh after wheat, rice, maize, potato, barley and cassava [1-3] . It is widely grown in sub-Saharan African (SSA) countries due to its high yield potential and adaptability to a wide range of environmental conditions [4, 5]. In these countries, sweetpotato and ranks fifth after rice, wheat, maize and cassava. Sweetpotato is usually used as staple food, animal feed and a raw material for different industrial products. The root yields of sweetpotato are sensitive to the effects of genotype x environment (G x E) interaction as revealed by [6-9] . Grüneberg, et al. [10] conducted a study on genotype x environment interactions for a diverse set of sweetpotato clones evaluated across varying eco-geographic conditions in Peru and reported a significant G x E interaction of a cross-over type. This implies the presence of differential ranking of sweetpotato genotypes across locations and years. Tsegaye, et al. [11] conducted genotype x environment interactions and yield stability of orange fleshed sweetpotato varieties in Ethiopia and reported that most OFSP clones evaluated in Ethiopia were sensitive to environmental variations. Nevertheless, there is limited information on the magnitude of G x E interactions and the stability of promising sweetpotato clones in Ethiopia. Therefore, there is a need for understanding the nature of G x E interactions, quantifying its magnitude and for identifying stable and widely adapted sweetpotato clones before variety release. Identification of the most discriminating and representative test environments is also essential for further variety evaluation and production of sweetpotato in Ethiopia. Genotype plus genotype by environment interaction (GGE bi-plot) developed by [12-14] is one of the commonly used statistical methods for analyzing multi-environment data. Yan [14]; Yan and Rajcan [15] and Yan, et al. [16] noted that among genotype (G), environment (E), and G x E, only G and G x E are important and must be simultaneously considered. The authors suggested that a GGE biplot best identifies G x E interaction patterns of data and clearly shows which variety performs best in which environments, and thus facilitates mega-environment identification. Twenty five clones (24 elite clones and one check variety) were selected from a diallel cross conducted in 2013 in Ethiopia. Among these, best performing and stable clones should be ranked and selected across representative test environments in Ethiopia for release or further breeding works. Therefore, the objectives of the study were to estimate the magnitude of G x E interactions, to select high yielding and stable elite sweetpotato clones, and to identify the most discriminating and representative test environments in Ethiopia.
2.1. Study Areas and Materials used for the Study
The study was conducted at six environments in southern Ethiopia. The test sites were Halaba, Kokate, Areka, Arbaminch, Hawassa and Dilla (Table 1). These test sites represent a low to mid altitude with diverse agro-ecologies in Ethiopia where sweetpotato is widely produced. Twenty five genotypes (24 elite sweetpotato clones and one released variety) were evaluated across the six environments. The list of the clones is presented in Table 2.
2.2. Experiential Design and Field Layout
A 5 x 5 simple lattice design with two replications was used to layout the test materials. Experimental plots consisted of a four row plot of three meter long for each genotype. The spacing between each rows was 0.60 meter and between plants was 0.30 meter which resulted in a total of 10 plants per row and 40 plants per plot. The two central rows were used for data recording and harvesting. All required agronomic practices were followed as recommended for sweetpotato production in the study sites.
2.3. Data Collection
Fresh root yield (t ha-1) was measured from two central rows and expressed as harvested fresh root weight in kg per plot and later converted to tonnes per hectare. Data on other agronomic parameters were also recorded but not included in the stability analysis.
2.4. Statistical Analyses
2.4.1. Analysis of Variance
A combined analysis of data across environments were analysed using GenStat 14th edition [17] and SAS version 9.3 [18] statistical packages.
The following statistical model was used for combined analysis of variance over environments:
Where: Yijkl is observed value of genotype i in block l and replication k of environment j, μ is grand mean, Gi is effect of genotype i, Ej is environment or location effect, GEij is the interaction effect of genotype i with environment j, Rk(j) is the effect of replication k in environment j, Bl(k) is the effect of block l in replication k, єijkl is error (residual) effect of genotype i in block l and replication k of environment j.
2.4.2. G x E and Stability Analysis
G x E and stability analyses were conducted using GGE bi-plot [14, 16, 19]. The model for a GGE bi-plot based on singular value decomposition (SVD) of t principal components is:
Where: is the performance of genotype i in environment j, is the grand mean, is the main effect of environment j, is the number of principal components (PC); is singular value of the kth PC; and and are the scores of ith genotype and jth environment, respectively for PCk; is the residual associated with genotype i in environment j.
3.1. Combined Analysis of Variance
A combined analysis of variance was conducted for fresh root yield and there was a highly significant (p < 0.001) difference among the six test environments and the genotypes. Genotypes x environment interaction variances were significant (p < 0.01) for the trait studied (Table 3). Environment captured the highest portion of the total sum of squares (49.4%) followed by G x E (17.4%). Genotypic effect took relatively less (11.6%) share of the total sum of squares.
3.2. Mean Performance of the Genotypes
Mean of fresh root yield for the genotypes is presented in Table 4. Arbaminch was the best environment for fresh root yield with a mean yield of 37.05 t ha-1, followed by Halaba with 23.94 t ha-1. Kokate was the poorest environment, providing a mean yield of 8.62 t ha-1, followed by Areka with 11.78 t ha-1. The genotypes showed stunted growth at Kokate, which is a relatively cool environment, but grew better at Arbaminch, which is a warmer environment. At Halaba about half of the genotypes studied provided a mean fresh root yield greater than 25 t ha-1. At Arbaminch, some of the genotypes had mean yields that exceeded 50 t ha-1. Almost all genotypes performed poorly at Kokate and Areka. Genotype G6 was the highest yielder across environments with a mean of 26.92 t ha-1, followed by G20 and G1, which yielded 25.46 and 25.09 t ha-1, respectively. The lowest mean fresh root yields of 7.55 and 9.64 t ha-1 were recorded for G25 (variety Tula) and G21, respectively. However, recommendations based solely on mean performance may be misleading if stability across environments is not analyzed. A genotype could give top yields across a few environments and less in other environments having average yields across the environments. On the other hand, there could be genotypes that consistently perform across environments regardless of environmental factors which might affect their performance. Therefore, stability analysis helps to identify such types of genotypes for recommendation for wide adaptation.
3.3. G x E and Stability Analysis
Figure 1 displays the GGE-biplot analysis of fresh root yield. The genotypes G6, G20, G1, G17 and G8 had relatively higher PC1 values and had high average fresh root yield. On the other hand, the genotypes G25, G21, G11, G4, G10, G14, G15 and G9 had lower fresh root yields that were below average. The genotypes G6, G20, G1, G22 and G3 had PC2 scores near zero. Among these genotypes, G1, G6 and G20 had relatively higher fresh root yields of 25.1, 26.9 and 25.5 t ha-1, respectively. Arbaminch and Halaba had relatively large PC1 scores and hence they better discriminated among genotypes for fresh root yield. Kokate had PC2 scores near zero but was the worst performing environment for fresh root yield (Figure 1). When the genotypes at the apex of each sector were considered, genotypes G16 and G23 were best performers at Halaba and Areka while G2, G8, G17 and G18 were the best performers at Arbaminch.
The stability of the genotypes across test environments for fresh root yield is displayed in Figure 2. Accordingly, genotypes G6, G20, G1 and G22 had shorter absolute projections and therefore they were stable across the test environments. However, G22 had lower yield than the other three genotypes (G1, G6 and G20). Most of the genotypes had above average mean fresh root yield since they were displayed at the right of the AEC y-axis. G21 and G25 were the worst performing genotypes for fresh root yield.
The presence of highly significant differences between the test environments for fresh root yield revealed that the genotypes performed differently across the six environments. The significance of environmental effects in evaluating sweetpotato clones for fresh root yield was also manifested by the significant G x E interaction effects. The current result was supported by previous similar findings 6-9, 20-23].
Yan, et al. [12] and Yan [19] indicated that large positive PC1 scores for genotypes indicate that those genotypes had relatively higher mean values. Genotypes with mean values below average and above average are separated by the line that passes through the bi-plot origin. Those genotypes to the right of this line are high yielders, while those to the left are low yielders for that specific trait [19, 24, 25] .
Yan, et al. [12] and Yan [19] also indicated that the stability of a given genotypes is measured by their projection onto the average environment coordinate (AEC) on the y-axis. When the absolute length of the projection of a genotype is higher, that genotype is considered less stable. On the other hand, when the absolute length is shorter, the genotype is considered more stable. In other words, genotypes with PC2 scores near zero are the most stable [12] ;[13] . Genotypes G1, G6 and G20 had PC2 scores near zero and were relatively highly stable with higher fresh root yields.
Regarding the environments, environments with large PC1 scores are better in discriminating between the genotypes and those with PC2 scores near zero are more representative of an average environment [12, 19] . Two test environments, namely Halaba and Arbaminch efficiently discriminated between the test genotypes for fresh root yield and can be considered as good test sites. These environments are relatively warm. Conversely, Kokate, which is relatively cool, was not a good test environment. Most of the genotypes showed stunted growth at this environment. Therefore, warmer environments with moderate temperature not exceeding 30oC are ideal for improved yields of sweetpotato, as confirmed by a number of authors [26-28] .
Genotypes at the apex of each sector are the best performing in the environments included in that sector if the GGE is sufficiently approximated by PC1 and PC2 [12, 19] . Accordingly, genotypes G16 and G23 were best performers at Halaba and Areka. Most of the genotypes performed well at Arbaminch although Arbaminch is displayed further from most of them. Hawassa, Dilla and Kokate did not well discriminate among the genotypes and were not good testing sites for sweetpotato.
The genotypes G1 (Ukrewe x Ejumula-10), G6 (Resisto x Ejumula-7) and G20 (Ejumula x PIPI-10) were identified as highly stable genotypes with higher fresh root yields. Accordingly, the above three elite clones were selected for the final evaluation and recommendations. Arbaminch was identified as the best environment for sweetpotato screening in southern Ethiopia followed by Halaba. The candidate clones did not perform well in Kokate, which was a relatively cool environment. Warmer environments with moderate temperatures are better for consistent performance of sweetpotato genotypes. Generally, the current study revealed the possibility of breeding sweetpotato varieties for high yielding and stable clones that have wide adaptation in southern region and similar agro-ecologies in Ethiopia.
The Southern Agricultural Research Institute of Ethiopia is thanked for provision of facilities during execution of the field works.
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Tables and Figures
Table-1. Description of the experimental areas | |||||||
Location | Code | Altitude (masl)* | Coordinates | Annual rainfall (mm) | Mean annual temperature (oC) | RH (%) | |
Min | Max | ||||||
Halaba | HAL | 1772 | 07o18’38’’N, 38o05’38’E | 928.8 | 14.6 | 28.6 | 58.3 |
Kokate | KOK | 1854 | 06o49’18’’N, 37o44’56”E | 1352.9 | 12.7 | 25.5 | 63.1 |
Areka | ARE | 1752 | 07o03’45’’N, 37o42’28’’E | 1499.8 | 13.2 | 27.9 | 60.8 |
Arbaminch | AM | 1400 | 06o03’56’’N, 37o33’40’’E | 940.9 | 17.4 | 30.6 | 55.9 |
Hawassa | HAW | 1700 | 07o03’54’’N, 38o28’59’’E | 1046.3 | 13.3 | 27.6 | 62.1 |
Dilla | DIL | 1519 | 06o22’49’’N, 38o18’25’’E | 1354.6 | 12.9 | 28.1 | 65.0 |
*masl = meter above sea level, RH = relative humidity. Source: National Meteorological Agency, Hawassa Main Branch. |
Table-2. Description of sweetpotato genotypes used for the study | |||
Genotypes | Code | Flowering habit | |
1 | Ukrewe x Ejumula-10 | G1 | None |
2 | Ukrewe x Ejumula-13 | G2 | None |
3 | Ukrewe x PIPI-1 | G3 | None |
4 | Ukrewe x Naspot-1 | G4 | Moderate |
5 | Ukrewe x Ogansagan-5 | G5 | None |
6 | Resisto x Ejumula-7 | G6 | None |
7 | Resisto x PIPI-1 | G7 | None |
8 | Resisto x PIPI-2 | G8 | Profuse |
9 | Resisto x PIPI-4 | G9 | Sparse |
10 | Resisto x PIPI-14 | G10 | None |
11 | Resisto x Temesgen-10 | G11 | Sparse |
12 | Resisto x Temesgen-12 | G12 | None |
13 | Resisto x Temesgen-14 | G13 | None |
14 | Resisto x Temesgen-17 | G14 | None |
15 | Resisto x Temesgen-23 | G15 | Moderate |
16 | Resisto x Ogansagen-5 | G16 | Profuse |
17 | Resisto x Ogansagen-16 | G17 | None |
18 | Resisto x Ogansagen-20 | G18 | Moderate |
19 | Resisto x Ogansagen-23 | G19 | Profuse |
20 | Ejumula x PIPI-10 | G20 | Sparse |
21 | Ejumula x PIPI-18 | G21 | Moderate |
22 | Ejumula x PIPI-19 | G22 | Profuse |
23 | Ejumula x Temesgen-15 | G23 | None |
24 | Ejumula x Ogansagen-17 | G24 | None |
25 | Tula | G25 | None |
Source: The parental lines were introduced from CIP-Kenya. |
Table-3. Analysis of variance of fresh root yield of sweetpotato genotypes evaluated across six environments | ||||
Source of variation | df | Sum of squares (SS) | Mean square (MS) | %SS |
Environment (E) | 5 | 25684.0 | 5136.80*** | 49.4 |
Block (B) | 9 | 2698.2 | 299.80ns | 5.2 |
Replication (R) | 5 | 1954.5 | 390.90*** | 3.8 |
Genotype (G) | 24 | 6019.2 | 250.80*** | 11.6 |
G x E | 120 | 9036.0 | 75.30*** | 17.4 |
Error | 136 | 6596.0 | 48.50 | 12.7 |
Total | 299 | 51987.9 | ||
df =degrees of freedom, *** significant at p >< 0.001 probability level, Rep = replication, ns = not significant, RDMC = root dry matter content, G x E = genotype by environment interaction. |
Table-4. Mean fresh root yield (t ha-1) of sweetpotato genotypes evaluated across six environments | |||||||
Genotypes code |
Environments | ||||||
Halaba | Kokate | Areka | Arbaminch | Hawassa | Dilla | Mean | |
G1 | 29.36 | 11.84 | 15.23 | 54.04 | 19.16 | 20.93 | 25.09 |
G2 | 19.67 | 11.72 | 12.91 | 48.65 | 18.58 | 20.42 | 21.99 |
G3 | 24.06 | 11.03 | 13.68 | 37.94 | 19.23 | 20.73 | 21.11 |
G4 | 23.41 | 5.21 | 9.52 | 13.59 | 15.47 | 16.42 | 13.94 |
G5 | 19.22 | 9.93 | 11.55 | 42.28 | 17.31 | 19.01 | 19.88 |
G6 | 32.70 | 13.23 | 17.09 | 55.28 | 20.75 | 22.47 | 26.92 |
G7 | 29.8 | 11.09 | 15.18 | 34.48 | 20.12 | 21.42 | 22.01 |
G8 | 23.13 | 11.47 | 13.42 | 54.44 | 18.17 | 20.07 | 23.45 |
G9 | 36.67 | 5.30 | 12.60 | 22.08 | 16.09 | 16.97 | 18.29 |
G10 | 1.81 | 7.98 | 6.09 | 30.66 | 14.72 | 16.51 | 12.96 |
G11 | 21.43 | 5.73 | 9.47 | 12.74 | 15.87 | 16.84 | 13.68 |
G12 | 31.27 | 10.22 | 14.88 | 33.56 | 19.48 | 20.72 | 21.69 |
G13 | 20.49 | 9.89 | 11.78 | 44.49 | 17.20 | 18.93 | 20.46 |
G14 | 14.09 | 3.64 | 5.73 | 27.64 | 11.84 | 13.32 | 12.71 |
G15 | 14.23 | 5.32 | 7.09 | 26.99 | 13.57 | 15.03 | 13.70 |
G16 | 34.68 | 11.47 | 16.54 | 40.16 | 20.48 | 21.81 | 24.19 |
G17 | 27.39 | 9.50 | 12.93 | 53.60 | 16.69 | 18.49 | 23.10 |
G18 | 23.50 | 7.62 | 10.58 | 51.16 | 14.67 | 16.50 | 20.67 |
G19 | 31.08 | 8.73 | 13.58 | 37.78 | 17.62 | 18.98 | 21.30 |
G20 | 33.00 | 10.58 | 15.08 | 56.23 | 18.07 | 19.82 | 25.46 |
G21 | 8.27 | 2.92 | 3.96 | 18.61 | 11.34 | 12.73 | 9.64 |
G22 | 25.26 | 9.19 | 12.42 | 43.04 | 17.09 | 18.69 | 20.95 |
G23 | 38.05 | 9.62 | 15.91 | 39.98 | 18.98 | 20.24 | 23.80 |
G24 | 27.99 | 11.44 | 15.06 | 32.95 | 20.43 | 21.72 | 21.60 |
G25 | 7.90 | 0.77 | 2.30 | 13.86 | 9.58 | 10.87 | 7.55 |
Mean | 23.94 | 8.62 | 11.78 | 37.05 | 16.90 | 18.39 | 19.45 |
ID = identification. |
FIGURES
Figure-1. GGE-biplot showing environments and respective sweetpotato genotypes for fresh root yield.
Figure-2. Genotypes mean yield performance and stability across environments for fresh root yield.