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National Academy of Agricultural Sciences (NAAS)
NAAS Score: *5.38 (2020)
[Effective from January 1, 2020]
For more details click here
ICV 2022: 95.28
Index Copernicus ICI Journals Master List 2022 - IJCMAS--ICV 2022: 95.28
For more details click here
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Original Research Articles                      Volume : 7, Issue:2, February, 2018
PRINT ISSN : 2319-7692
Online ISSN : 2319-7706
Issues : 12 per year
Publisher : Excellent Publishers
Email : editorijcmas@gmail.com /
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Editor-in-chief: Dr.M.Prakash
Index Copernicus ICV 2018: 95.39
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Int.J.Curr.Microbiol.App.Sci.2018.7(2): 3336-3343
DOI: https://doi.org/10.20546/ijcmas.2018.702.399


Stability Analysis of Maize Hybrids using Eberhart and Russel Model
H.H. Sowmya1*, M.Y. Kamatar1, G. Shanthakumar1, S.M. Brunda1, T.V. Shadakshari1, B.M. Showkath Babu2 and Sanjeev Singh Rajput1
1Department of Genetics and Plant Breeding, University of Agricultural Sciences, Krishinagar, Dharwad-580005, Karnataka, India
2Department of Genetics and Plant Breeding, University of Agricultural Sciences, GKVK, Bengaluru-560065, Karnataka, India
*Corresponding author
Abstract:

Study was carried out to determine the stability for grain yield of 20 maize hybrids in three environments viz., Dharwad, Sankeshwar and Nippani using Eberhart and Russel model. The single cross hybrids DMH 100-1, DMH 100-2, DMH 100-4, DMH 100-8, DMH 100-12 and DMH 100-16 were promising for majority of characters studied with high mean performance across the locations during summer. The hybrids, DMH 100-1, DMH 100-2, DMH 100-12 and DMH 100-14 were identified as stable over the locations for the monsoon season. The hybrids, DMH 100-1, DMH 100-2 and DMH 100-14 were not influenced much by the season as well as environment and stable across the locations and seasons.


Keywords: Maize, Hybrids, Stability, Grain yield, Eberhart and Russel model

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How to cite this article:

Sowmya, H.H., M.Y. Kamatar, G. Shanthakumar, S.M. Brunda, T.V. Shadakshari, B.M. Showkath Babu and Sanjeev Singh Rajput. 2018. Stability Analysis of Maize Hybrids using Eberhart and Russel Model.Int.J.Curr.Microbiol.App.Sci. 7(2): 3336-3343. doi: https://doi.org/10.20546/ijcmas.2018.702.399
Copyright: This is an Open Access article distributed under the terms of the Creative Commons Attribution-NonCommercial-ShareAlike license.

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