THE INHERITANCE OF PLANT HEIGHT IN HEXAPLOID WHEAT (Triticum aestivum L.) Nataša LJUBIČIĆ 1*, Sofija PETROVIĆ 1, Miodrag DIMITRIJEVIĆ 1, Nikola HRISTOV.

Slides:



Advertisements
Similar presentations
15 The Genetic Basis of Complex Inheritance
Advertisements

Lecture 2 ANALYSIS OF VARIANCE: AN INTRODUCTION
Parental value: Combining ability estimates from Line x tester analysis for yield components in potato genotypes NEERAJ SHARMA.
GENETICS AND VARIABILITY IN CROP PLANTS. Genetics and variability of traits are grouped by:  Qualitative traits Traits that show variability that can.

Qualitative and Quantitative traits
Genesis 25: And when her days to be delivered were fulfilled, behold, there were twins in her womb. 25 And the first came out red, all over like.
Hulless barley (Hordeum vulgare L.) resistance to pre-harvest sprouting: diversity and development of method for testing of breeding material L.Legzdiņa,
Phenotypic Structure of Grain Size and Shape Variation in M5 mutant lines of spring wheat Kenzhebayeva Saule, Kazakh National University named after al-Farabi,
1 15 The Genetic Basis of Complex Inheritance. 2 Multifactorial Traits Multifactorial traits are determined by multiple genetic and environmental factors.
Ch 11 Genetics. Essential Vocab True Breeding Traits Hybrids P F 1 F 2.
What is genetics? GENETICS is the branch of Biology that studies heredity. HEREDITY is… the passing on of characteristics from parents to offspring. Mendelian.
Observing Patterns in Inherited Traits
Quantitative Genetics
Review Session Monday, November 8 Shantz 242 E (the usual place) 5:00-7:00 PM I’ll answer questions on my material, then Chad will answer questions on.
CSS 650 Advanced Plant Breeding Module 3: Changes in gene frequency due to selection.
Module 7: Estimating Genetic Variances – Why estimate genetic variances? – Single factor mating designs PBG 650 Advanced Plant Breeding.
Biodiversity in Agroecosystems Milano, February 2011 UNIVERSITY of FLORENCE Department of Plant, Soil and Environmental Science EVALUATION OF THE.
ConceptS and Connections
Breeding for Yield PLS 664 Spring Issues How do we build yield potential into a cross? How do we select for yield in the generations prior to yield.
Module 8: Estimating Genetic Variances Nested design GCA, SCA Diallel
Chapter 10 Analysis of Variance.
Genetics and Genetic Prediction in Plant Breeding
Acknowledgements This study was performed with financial support of EEA grant EEZ08AP-27 and European Social Fund co-financed project 2009/0218/1DP/ /09/APIA/VIAA/099.
Genetics of Quantitative Traits. Quantitative Trait Any trait that demonstrates a range of phenotypes that can be quantified Height Weight Coloration.
PBG 650 Advanced Plant Breeding Module 3: Changes in gene frequency due to selection.
Genotype x Environment Interactions Analyses of Multiple Location Trials.
AP Biology Lab 7: Genetics (Fly Lab). AP Biology Lab 7: Genetics (Fly Lab)  Description  given fly of unknown genotype use crosses to determine mode.
Planning rice breeding programs for impact Models, means, variances, LSD’s and Heritability.
Acknowledgements This study was performed with financial support of European Social Fund co-financed project 2009/0218/1DP/ /09/APIA/VIAA/099.
Mendel’s Genetics Monohybrid Cross. Gregor Mendel  As discussed last class, he was an Austrian monk  He worked at St. Thomas Monastery  He studied.
Copyright © Cengage Learning. All rights reserved. 12 Analysis of Variance.
Lecture 24: Quantitative Traits IV Date: 11/14/02  Sources of genetic variation additive dominance epistatic.
Lecture 21: Quantitative Traits I Date: 11/05/02  Review: covariance, regression, etc  Introduction to quantitative genetics.
Mendel, Genes and Gene Interactions §The study of inheritance is called genetics. A monk by the name of Gregor Mendel suspected that heredity depended.
PBG 650 Advanced Plant Breeding
CHAPTER 12: GENETICS.
Lecture 22: Quantitative Traits II
Wheeler High School The Center for Advanced Studies in Science, Math & Technology Post-AP DNA/Genetics – Ms. Kelavkar Course Introduction Genetics Lecture.
Tukey’s 1-Degree of Freedom for Non-Additivity Yields for 8 Business Indices Over 18 Years K.V. Smith(1969). “Stock Price and Economic Indexes for Generating.
24.1 Quantitative Characteristics Vary Continuously and Many Are Influenced by Alleles at Multiple Loci The Relationship Between Genotype and Phenotype.
Genetics and Genetic Prediction in Plant Breeding.
Genotype x Environment Interactions Analyses of Multiple Location Trials.
 Who was Gregor Mendel (biographical information)?  What did he study?  Why did he use pea plants for his research?  What were his results?  What.
Punnett Squares Kelly Coleman High School Biology.
Designs for Experiments with More Than One Factor When the experimenter is interested in the effect of multiple factors on a response a factorial design.
STT2073 Plant Breeding and Improvement. Quality vs Quantity Quality: Appearance of fruit/plant/seed – size, colour – flavour, taste, texture – shelflife.
Genetics And Heredity Introduction. Gregor Mendel Made many observations that led to the model of inheritance that we use today.
Quantitative Genetics as it Relates to Plant Breeding PLS 664 Spring 2011 D. Van Sanford.
Genetics and Genetic Prediction in Plant Breeding.
Materials & Methods Conclusion References Introduction Abstract Results HETEROSIS IN BELL PEPPER (Capsicum annuum L.) FOR YIELD AND.
Lesson Overview Lesson Overview The Work of Gregor Mendel Lesson Overview 11.1 The Work of Gregor Mendel.
Genetics Heredity Genes DNA Chapter Introduction.
COMBINING ABILITY AND MODE OF GENE ACTION IN CASSAVA FOR RESISTANCE TO CASSAVA GREEN MITE AND CASSAVA MEALY BUG. Michael M. Chipeta, J.M. Bokosi, V.W.
i) Two way ANOVA without replication
Genetics and Genetic Prediction in Plant Breeding
Chapter 10, Genetics.
Genetics: Analysis and Principles
Statistical Tools in Quantitative Genetics
Chapter 10: Analysis of Variance: Comparing More Than Two Means
Presented by Amit Kumar Gaur L-2014-A-93-M PAU, Ludhiana (Punjab)
15 The Genetic Basis of Complex Inheritance
Genetics of qualitative and quantitative phenotypes
CHAPTER 12: GENETICS.
Selective Plant Breeding
Understanding Multi-Environment Trials
Statistical Analysis and Design of Experiments for Large Data Sets
Statistical Tools in Quantitative Genetics
Chapter 7 Beyond alleles: Quantitative Genetics
11.1 The Work of Gregor Mendel
Presentation transcript:

THE INHERITANCE OF PLANT HEIGHT IN HEXAPLOID WHEAT (Triticum aestivum L.) Nataša LJUBIČIĆ 1*, Sofija PETROVIĆ 1, Miodrag DIMITRIJEVIĆ 1, Nikola HRISTOV 2 1 University of Novi Sad, Faculty of Agriculture, Novi Sad, Serbia 2 Institute of Field and Vegetable Crops, Novi Sad, Serbia *Corresponding author: ABSTRACT Five winter wheat varieties (Pobeda, Renesansa, Sara, Partizanka and Pesma) have been selected for diallel crossing in order to estimate the mode of inheritance, gene effect and genetic variance components for the plant height in F1 generation. The mode of inheritance was done on the basis of the significance of components of genetic variance and the regression analysis. The combining ability analysis indicated significant differences for the general (GCA) and specific (SCA) combining ability in the F1 generation, which means that plant height had resulted from the genes with additive and non-additive impact. The best GCA was denoted in varieties Partizanka and Pesma and the best SCA have shown in cross combination Partizanka/Pesma. The genetic components of variance, average degree of dominance and regression line indicated over-dominance in the inheritance of plant height. Keywords: wheat, plant height, diallel, regression. INTRODUCTION An efficient wheat improvement program requires an understanding of genetic mechanism involved in the expression of yield and yield components of plant material to be used in hybridization program. Plant breeders frequently use diallel analysis for testing a number of parental lines in all possible combinations. Diallel analysis is a suitable method for estimating of genetic parameters and provides early information on the genetic behaviour of these traits in the first generation. Techniques for analyzing genotypes for all possible crosses include diallel analysis of variance, calculation of genetic components of variation, Vr/Wr regression analysis, as well as estimation general and specific combining ability effects. Since that inheritance of plant height, as one of several yield components of wheat, has complex nature, the aim of this study was to obtain the information about inheritance of plant height in a 5×5 diallel cross of wheat. These results would be additional information in the selection of desirable parents for an effective breeding program to evolve new varieties of economic importance. MATERIALS AND METHODS Five winter wheat genotypes, (Triticum aestivum L.), Pobeda, Renesansa, Sara, Partizanka and Pesma, were crossed in all possible combinations following an 5×5 diallel mating system and it was obtained F1 generation of progenies. The experiment was conducted at the trial field of the Institute of Field and Vegetable Crops in Novi Sad, according to random block design with three replications, in three growing seasons (2009/2010, 2010/2011 and 2011/2012). At the stage of full maturity, ten plants from each replication of hybrids and parents were selected randomly for recording data for plant height. Average values of three years trait analysis were used. Analysis of variance for parents and F1 hybrids for the plant height was done according to Steel and Torrie (1980). General combining ability (GCA) and specific combining ability (SCA) was done following the Method 2 (parents and F 1 generation) Mathematical Model 1 of Griffing (1956). The regression analysis was conducted by the method of Mather and Jinks (1971). The components of genetic variance were analyzed following the models of Hayman (1954) and Jinks (1954). RESULTS Table 1. Analysis of variance for parents and F 1 hybrids for the plant height in a 5×5 diallel cross of bread wheat Source of variance F t DFSSMSF Replications ** Genotypes * Error Total DF: Degree of Freedom, SS: Sum of Squares, MS: Mean Square, F: Level of Significance by the F test; Significant (P< 0.05), Highly significant (P < 0.01), Non-significant (ns) Table 2. Analysis of variance for combining ability for the plant height in a 5×5 diallel cross of bread wheat Source of variance F t DFSSMSF GCA ** SCA * E GCA/SCA GCA: General Combining Ability, SCA: Specific Combining Ability, E: Error; DF: Degree of Freedom, SS: Sum of Squares, MS: Mean Square, F: Level of Significance by the F test; Significant (P < 0.05), Highly significant (P < 0.01), Non-significant (ns) Table 3. Estimates of GCA effects for the plant height in 5×5 diallel cross of wheat Parents GCA values Rank SE LSD Pobeda ns 4 Renesansa ns Sara ns 3 Partizanka ns 1 Pesma ns 2 + GCA: General Combining Ability, SE: Standard Error; LSD: Least Significant Difference test; Significant (P < 0.05), Highly significant (P < 0.01), Non-significant (ns) Table 5. Genetic components of variation for the plant height of wheat ComponentValues D1.48 H1H H2H F1.17 E2.83 H 2 /4H u=p0.72 v=q0.28 √(H 1 /D)4.19 K D /K R D: Additive effect, H 1 and H 2 : Dominance effect, F: Frequencies of dominant to recessive alleles in parents, E: Environment effect, H 2 /4H 1 : Proportion of genes with positive and negative effects in the parents, u: The values of dominant alleles, v: The value of recessive alleles, √(H 1 /D): The average degree of dominance, (K D /K R ): Ratio of the total number of dominant against recessive alleles Table 4. Estimates of SCA effects for the plant height in a 5×5 diallel cross of bread wheat Parents LSD PobedaRenesansaSaraPartizankaPesma SE Pobeda ns ns ns ns Renesansa ns ns ns Sara ns ns Partizanka 4.781* + SCA: Specific Combining Ability, SE: Standard Error; LSD: Least Significant Difference test; Significant (P < 0.05), Highly significant (P < 0.01), Non-significant (ns) CONCLUSION The results revealed that there was significant genetic variation for the plant height of wheat among the genotypes and among the years. Significant GCA and SCA effects imply the role of both additive and non-additive gene actions in the genetic control of the trait. The largest value of positive GCA effects were observed in genotypes Partizanka and Pesma, suggesting that these genotypes contain more genes with additive effects or additive×additive interaction effects and could be a good parent for this trait. The highest positive significant SCA effect exhibited by the cross Partizanka/Pesma (high x high general combiner) indicated the possibility of genetic improvement for this trait through pedigree selection. The regression analysis in F 1 generations indicated over-dominant inheritance of the plant height, which was confirmed using the analysis of the components of the genetic variance. Regression coefficient was significantly different from unity, suggesting the presence of non-allelic interaction and indicated that variation for plant height of wheat is under polygenic control. CONCLUSION The results revealed that there was significant genetic variation for the plant height of wheat among the genotypes and among the years. Significant GCA and SCA effects imply the role of both additive and non-additive gene actions in the genetic control of the trait. The largest value of positive GCA effects were observed in genotypes Partizanka and Pesma, suggesting that these genotypes contain more genes with additive effects or additive×additive interaction effects and could be a good parent for this trait. The highest positive significant SCA effect exhibited by the cross Partizanka/Pesma (high x high general combiner) indicated the possibility of genetic improvement for this trait through pedigree selection. The regression analysis in F 1 generations indicated over-dominant inheritance of the plant height, which was confirmed using the analysis of the components of the genetic variance. Regression coefficient was significantly different from unity, suggesting the presence of non-allelic interaction and indicated that variation for plant height of wheat is under polygenic control. Figure 1.Vr/Wr regression analysis for the plant height of bread wheat Acknowledgement This investigation was supported by the Ministry of Education, Science and Technology Development of Republic of Serbia, Project no. TR