Principles of Plant Genetics and Breeding
Principles of Plant Genetics and Breeding
Principles of Plant Genetics and Breeding
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330 CHAPTER 17<br />
Genetic issues<br />
The highest yield performance is obtained in the syn-1<br />
generation, hybrid vigor declining with subsequent<br />
generations. It is generally estimated that a synthetic<br />
forage cultivar <strong>of</strong> cross-fertilized diploid or polyploid<br />
species will experience a maximum yield decline <strong>of</strong><br />
10–12% from the syn-1 to syn-2 generation, as previously<br />
stated. The yield decline is less in subsequent generations.<br />
Sewall Wright proposed a formula to predict<br />
the F2 yield <strong>of</strong> a group <strong>of</strong> inbred lines:<br />
F 2 = F 1 − [(F 1 − P)/n]<br />
where F 2 = expected performance <strong>of</strong> the F 2 , F 1 = mean<br />
F 1 hybrid performance from combinations <strong>of</strong> inbred<br />
lines, P = average performance <strong>of</strong> inbred lines, <strong>and</strong> n =<br />
number <strong>of</strong> inbred lines. That is, one can increase the F 2<br />
yield by increasing the average F 1 yield, increasing the<br />
yield <strong>of</strong> parental lines, or increasing the number <strong>of</strong> lines<br />
used to create the synthetic. This formula assumes that<br />
the species has diploid reproduction <strong>and</strong> that the parents<br />
are inbred. Hence, even though shown to be accurate<br />
for maize, it is not applicable to polyploid species <strong>and</strong><br />
those that are obligate outcrossers.<br />
The formula may also be written as:<br />
syn-2 = syn-1 − [(syn-1 − syn-0)/n]<br />
Studies involving inbred lines <strong>and</strong> diploid species have<br />
indicated that as the number <strong>of</strong> parental lines increase,<br />
the F 1 performance increases. Parental lines with high<br />
combining ability will have a high F 1 performance. In<br />
practice, it is a difficult task to find a large number <strong>of</strong><br />
parents with very high combining ability. Furthermore,<br />
predicting yield performance <strong>of</strong> synthetic cultivars <strong>of</strong><br />
cross-fertilized diploid <strong>and</strong> polyploid forage species is<br />
more complicated than is described by their relationship<br />
in the equation. Given a set <strong>of</strong> n inbred lines, the total<br />
number <strong>of</strong> synthetics, N, <strong>of</strong> size ranging from 2 to n is<br />
given by:<br />
N = 2n − n − 1<br />
As inbred lines increase, the number <strong>of</strong> possible synthetics<br />
increases rapidly, making it impractical to synthesize <strong>and</strong><br />
evaluate all the possible synthetic cultivars.<br />
The theoretical optimum number <strong>of</strong> parents to<br />
include in a synthetic is believed to be about 4–6.<br />
However, many breeders favoring yield stability over<br />
yield ability tend to use large numbers <strong>of</strong> parents<br />
ranging from about 10 to 100 or more. Large numbers<br />
are especially advantageous when selecting for traits<br />
with low heritability.<br />
Synthetics <strong>of</strong> autotetraploid species (e.g., alfalfa) are<br />
known to experience severe <strong>and</strong> widespread decline in<br />
vigor between syn-1 <strong>and</strong> syn-2, which has been partly<br />
attributed to a reduction in triallelic <strong>and</strong> tetrallelic loci.<br />
Higher numbers <strong>of</strong> tetrallelic loci have been shown to<br />
be associated with higher agronomic performance (e.g.,<br />
forage yield, seed yield, height) <strong>of</strong> alfalfa. The number<br />
<strong>of</strong> selfed generations is limited to one. Selfed seed from<br />
selected S 0 plants are intermated to produce the synthetic<br />
population. The rationale is that S 0 plants with<br />
high combining ability should contain many favorable<br />
genes <strong>and</strong> gene combinations. Selecting specific individuals<br />
from the segregating population to self could<br />
jeopardize these desirable combinations.<br />
Additive gene action is considered more important<br />
than dominance genotypic variance for optimum<br />
performance <strong>of</strong> synthetic cultivars. In autotetraploids<br />
where intralocus <strong>and</strong> allelic interactions occur, high<br />
performing synthetic cultivars should include parents<br />
that have a high capacity to transfer their desirable performance<br />
to their <strong>of</strong>fspring. Such high additive gene<br />
action coupled with a high capacity for intralocus or<br />
allelic interactions will likely result in higher performing<br />
synthetics.<br />
Synthetic cultivars exploit the benefits <strong>of</strong> both heterozygosity<br />
<strong>and</strong> heterosis. J. W. Dudley demonstrated<br />
that yield was a function <strong>of</strong> heterozygosis by observing<br />
that, in alfalfa crosses, the F 1 yields reduced as generations<br />
advanced. Further, he observed that allele<br />
distribution among parents used in a cross impacted<br />
heterozygosity. For example, a cross <strong>of</strong> duplex × nulliplex<br />
(A 2 × A 0 ) always had a higher degree <strong>of</strong> heterozygosity<br />
than, say, a cross <strong>of</strong> simplex × simplex (A 1 × A 1 ),<br />
regardless <strong>of</strong> the clonal generation used to make the<br />
cross.<br />
Natural selection changes the genotypic composition<br />
<strong>of</strong> synthetics. The effect can have significant consequences<br />
when the cultivar is developed in one environment<br />
<strong>and</strong> used for production in a distinctly different<br />
environment. There can be noticeable shifts in physiological<br />
adaptation (e.g., winter hardiness) as well as<br />
morphological traits (e.g., plant height). For example,<br />
when growing alfalfa seed in the western US states (e.g.,<br />
California) for use in the midwest, the cultivars may<br />
loose some degree <strong>of</strong> winter hardiness, a trait that is<br />
desired in the production region <strong>of</strong> the midwest. A way<br />
to reduce this adverse impact is to grow seed crop in the<br />
west using foundation seed from the midwest.