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Principles of Plant Genetics and Breeding

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430 CHAPTER 23<br />

Advantages<br />

1 Reduces the effects <strong>of</strong> soil heterogeneity.<br />

2 No precise arrangements are needed, hence conventional<br />

plot planters can be used.<br />

3 Suitable also for selecting on the basis <strong>of</strong> plant traits<br />

with low heritability.<br />

4 Easier <strong>and</strong> more effective to compare plants within a<br />

small group than in a large group.<br />

5 Selection intensity can be varied by selecting more<br />

than one plant per block.<br />

Honeycomb (hexagonal) design<br />

Proposed by A. Fasoulas, a key feature <strong>of</strong> this design is a<br />

planting arrangement in which each plant is equidistant<br />

from others in a hexagonal pattern. Furthermore, the<br />

spacing is determined to remove interplant competition.<br />

<strong>Plant</strong>s are selected only if they are superior to all in<br />

their hexagonal units. The selection intensity can be<br />

varied by widening the hexagon. When a plant in the<br />

immediate hexagon outyields its surrounding six plants,<br />

it is selected by 14.3% selection intensity. If it outyields<br />

the 18 plants within the second concentric hexagon,<br />

it is selected by 5.3% selection intensity, <strong>and</strong> so on.<br />

When using this method in breeding, the unit <strong>of</strong> selection<br />

at all stages in the breeding program are single<br />

plants, not plots.<br />

Disadvantages<br />

1 Conventional equipment can not be used for planting.<br />

2 It is more complex to conduct.<br />

Evaluating multiple plants<br />

Unreplicated tests<br />

When conducted, unreplicated tests <strong>of</strong>ten entail planting<br />

single rows <strong>of</strong> genotypes with check cultivars strategically<br />

located for easy comparison. A breeder may<br />

use this design to evaluate a large number <strong>of</strong> genotypes<br />

quickly, in order to eliminate inferior ones prior to more<br />

comprehensive field trials.<br />

Advantages<br />

1 They save space.<br />

2 They are less expensive to conduct.<br />

3 Large number <strong>of</strong> genotypes can be quickly evaluated.<br />

Disadvantages<br />

1 Such tests are susceptible to the effects <strong>of</strong> field heterogeneity.<br />

There is no other plot <strong>of</strong> the genotype in the<br />

test for confirming performance. Poor soil may mask<br />

the genotypic potential <strong>of</strong> a superior genotype by<br />

causing it to perform poorly.<br />

2 Experimental error estimation is problematic.<br />

Replicated tests<br />

Replication in field plot technique entails the representation<br />

<strong>of</strong> a particular entry (genotype) multiple times<br />

(usually 2–4) in a test. With multiples <strong>of</strong> each entry,<br />

the important <strong>and</strong> critical design consideration is how<br />

to arrange duplicates <strong>of</strong> genotypes in the field. The<br />

statistical concept <strong>of</strong> r<strong>and</strong>omization requires treatment<br />

allocation to be by chance, such that each genotype<br />

has an equal chance <strong>of</strong> being allocated to each available<br />

plot. Even though r<strong>and</strong>omization may not be imposed<br />

on certain occasions for practical reasons, plant breeders<br />

normally use r<strong>and</strong>omization in advanced trials.<br />

Different types <strong>of</strong> experimental design are used to<br />

conduct replicated trials. Designs impose varying degrees<br />

<strong>of</strong> restriction on r<strong>and</strong>omization. A major consideration<br />

in plant breeding research is the number <strong>of</strong> entries to<br />

include in an evaluation. As stated elsewhere, plant<br />

breeding is a numbers game. The numbers are larger in<br />

the early part <strong>of</strong> the program. Three categories <strong>of</strong> experimental<br />

designs are used in plant breeding.<br />

1 Complete block designs. These designs are suited to<br />

evaluating a small number <strong>of</strong> entries. Each block contains<br />

at least one complete set <strong>of</strong> entries (genotypes).<br />

That is, the number <strong>of</strong> replications <strong>and</strong> the number <strong>of</strong><br />

blocks are the same.<br />

2 Incomplete block designs. These designs are suited<br />

to evaluating a very large number <strong>of</strong> entries. Under<br />

such conditions, complete blocking is impractical<br />

because <strong>of</strong> the large numbers. Instead, each block<br />

contains only part <strong>of</strong> the complete set <strong>of</strong> entries<br />

being evaluated in the study. Hence, the number <strong>of</strong><br />

replications <strong>and</strong> the number <strong>of</strong> blocks are not the<br />

same.<br />

3 Partially balanced designs. These designs are generally<br />

complex to use. Some pairs <strong>of</strong> treatments occur<br />

in the same block an equal number <strong>of</strong> times <strong>and</strong><br />

hence comparisons among treatments are not equally<br />

precise.<br />

Complete block designs: completely r<strong>and</strong>omized<br />

design (CRD)<br />

This design assumes that the entire experimental area<br />

is homogeneous, hence there is no need for local<br />

control.

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