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Network Analysis Provides Insights Into Evolution of 5S rDNA Arrays in Triticum and Aegilops
Robin G. Allabya and Terence A. Brownaa Department of Biomolecular Sciences, University of Manchester Institute of Science and Technology, Manchester M60 1QD, United Kingdom
Corresponding author: Terence A. Brown, Department of Biomolecular Sciences, UMIST, Manchester M60 1QD, United Kingdom., terry.brown{at}umist.ac.uk (E-mail)
Communicating editor: M. A. ASMUSSEN
| ABSTRACT |
|---|
We have used network analysis to study gene sequences of the Triticum and Aegilops 5S rDNA arrays, as well as the spacers of the 5S-DNA-A1 and 5S-DNA-2 loci. Network analysis describes relationships between 5S rDNA sequences in a more realistic fashion than conventional tree building because it makes fewer assumptions about the direction of evolution, the extent of sexual isolation, and the pattern of ancestry and descent. The networks show that the 5S rDNA sequences of Triticum and Aegilops species are related in a reticulate manner around principal nodal sequences. The spacer networks have multiple principal nodes of considerable antiquity but the gene network has just one principal node, corresponding to the correct gene sequence. The networks enable orthologous groups of spacer sequences to be identified. When orthologs are compared it is seen that the patterns of intra- and interspecific diversity are similar for both genes and spacers. We propose that 5S rDNA arrays combine sequence conservation with a large store of mutant variations, the number of correct gene copies within an array being the result of neutral processes that act on gene and spacer regions together.
THE 5S rDNA of Triticeae genomes is arranged in tandem arrays of several thousand repeating units of gene and spacer. Variation occurs within a single array, for both genes and spacers (![]()
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| 5S rDNA organization |
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The 5S rRNA molecule, which is 120 bp long and highly conserved across species (![]()
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25,000 units in Xenopus laevis (![]()
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There are two lineages of 5S rDNA loci in the Triticeae, called 5S-DNA-1 and 5S-DNA-2 (![]()
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| Gene and spacer variation within and between species |
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It has been known for some time that the spacer sequences of Triticum species vary by 213% in a single 5S array, with an average heterogeneity of 5% (![]()
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| Phylogenetic analysis of 5S rDNA repeat units |
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Conventional tree building methods are based on comparison of homologous characters in different taxa that are assumed to be reproductively isolated and whose relationship can be described by an essentially dichotomous branching pattern. The direction of evolution, although not always known if the tree is unrooted, is assumed to be linear. These assumptions are carried over to molecular phylogenetics, when gene trees are used to infer species trees, but are violated when comparisons are made of 5S rDNA sequences in a single array or in closely related species. This is partly due to the high incidence of character conflict when 5S rDNA trees are constructed, but is also a result of the recent evolutionary timescale, which means that ancestral states still exist and multiple apomorphisms are being fixed or lost. The overall result is that 5S rDNA sequences are related by a multifurcating rather than dichotomous branching pattern. Similar problems in the analysis of molecular variance in mitochondrial DNA (mtDNA) were addressed by ![]()
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| MATERIALS AND METHODS |
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Plant material:
Seeds of T. urartu (catalog no. IPSR 1010011) and T. sinskajae (IPSR 1050001) were obtained from the Institute of Plant Science Collection of Wheats and Related Species, John Innes Centre, Norwich, United Kingdom; T. dicoccoides (Gat 601098) and T. dicoccum (Gat 17029) were obtained from the Institut für Pflanzengenetik und Kulturpflanzenforschung, Gatersleben, Germany; and T. monococcum ssp. flavescens was donated by Dr. Glynis Jones, University of Sheffield, United Kingdom.
DNA methods:
Nucleic acids were extracted from grains of wheat using a modification of the CTAB protocol (![]()
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Network construction:
Sequences were aligned using ClustalW (![]()
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The methodology is illustrated in Fig 1. Network construction with this imaginary alignment would proceed as follows:
- Sequence 1 is the consensus of the sequences in the alignment and is therefore used as the starting point (Fig 1A). Network construction is less complicated when the consensus sequence is used as the starting point, but this is not essential and the process can begin with any sequence.

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Figure 1. Illustration of the methodology used for network construction. The alignment (top) contains 11 imaginary sequences with dots indicating identities with sequence 1 and dashes indicating deletions. AK illustrate the steps in network construction, as described in the text. - Sequence 2 differs from sequence 1 at four positions and is linked to sequence 1 by a line in the network (Fig 1B).
- Sequence 3 differs from sequence 1 at one position, this position being different from any of the substitutions in sequence 2. Sequence 3 is therefore linked directly to sequence 1 (Fig 1C).
- Sequence 4 shares with sequence 3 the C
T substitution at position 11, but has an additional substitution at position 2. The line leading to sequence 3 is therefore extended and sequence 4 is placed at its terminus (Fig 1D). - Sequence 5 has one substitution compared with sequence 1, this being a unique substitution not seen so far. Sequence 5 is therefore linked directly to sequence 1 (Fig 1E).
- Similarly, sequence 6 has three unique substitutions and is linked directly to sequence 1 (Fig 1F).
- Sequence 7 has two differences from sequence 1, one of these being the C
T at position 11 seen in sequences 3 and 4. Sequence 7 therefore connects directly with sequence 3 (Fig 1G). In this part of the network, the line between sequences 1 and 3 represents the substitution at position 11, that between sequences 3 and 4 is the substitution at position 2, and that between sequences 3 and 7 is the substitution at position 24. - Sequence 8 shares with sequence 7 the A
G substitution at position 24 and has a unique substitution, not seen in any previous sequence, at position 9. Sequence 8 must therefore form a branch off of a line between sequences 1 and 7 (Fig 1H). This connection produces an "empty node" indicated by the small closed circle. Empty nodes are either sequences that are present in the 5S arrays being studied but that are not represented in the sequence dataset from which the network is constructed or ancestral sequences that no longer exist in the 5S arrays. - Sequence 9 has eight differences compared with sequence 1, but all are unique (note that the G
T substitution at position 18 is nonidentical with the position 18 substitution in sequence 2). Sequence 9 is therefore directly connected to sequence 1 (Fig 1I). - Sequence 10 shares one substitution with sequence 9 and has two unique ones. It therefore branches off from an empty node on the line between sequences 1 and 9 (Fig 1J).
- Finally, sequence 11 has two unique substitutions and so forms a direct connection with sequence 1 (Fig 1K).
Because of character conflicts, assumed to arise from recombination events, individual sequences can be members of more than one group, introducing reticulations into the network and giving rise to "principal nodal sequences," which are defined as nodes to which a substantial number of other nodes and/or sequences are linked in a star-like pattern. This feature is illustrated by the networks shown in Fig 3 and Fig 4.
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It is important to recognize the difference between the topology of the network (the interconnectivity between different sequences) and its spatial representation (the way the network is drawn on paper). The former is important, the latter is not. If the construction is carried out correctly then there is only one possible topology for the network obtained for a particular set of sequences, but that topology can be drawn in many ways. For example, in Fig 1K, sequences 5 and 6 are both connected directly to sequence 1 with no intervening nodes: this is the unique topological relationship between these three sequences. However, the positioning of sequences 5 and 6 around sequence 1 is arbitrary and unimportant: a second spatial representation of Fig 1K could show sequence 6 positioned at "twelve-o'clock" compared to sequence 1 but this would have no effect on the topological relationship between the sequences.
| RESULTS |
|---|
Comparison of repeat types in a single array: 5S-DNA-A1 spacers:
The PCRs that we carried out were designed to amplify specific types of 5S-DNA-1 spacer repeats. The BC primer pair was used with T. urartu and polyploid wheats of the AABB and AABBDD lineages, because it specifically amplifies a repeat type that is found only on the Au genome; it does not give products with T. monococcum or other wheats containing the Am genome (![]()
The network contains two principal nodal sequences, N1 and N2, which correspond to the spacer types amplified by the AC and BC primer pairs, respectively. Three of the 23 sequences (13%) are located at these nodes. Both principal nodes support star-like phylogenies, indicating that they represent ancestral sequences from which there are multiple apomorphies. The group of sequences associated with the N1 node contains all the sequences obtained from Am genomes, along with three from the Au genome of T. urartu. The N2 group contains the other Au sequences, including the five sequences from polyploid wheats. The two nodal sequences are relatively distant (13 substitutions in the 220-bp alignment), implying that each is of considerable antiquity, and the presence of just three branches between the two parts of the network indicates that the N1 and N2 groups have evolved with a large degree of independence from one other.
The presence of both Am and Au sequences in the N1 group suggests that some of these sequences predate the split between the two genomes. It is therefore appropriate to subdivide the sequence data from a single array into the N1 and N2 groups and analyze each paralogous group separately when making an orthologous comparison between the spacer sequences of different genomes. This conclusion has important implications. The
-value calculated from the 10 Am sequences included in our study is 0.0104 ± 0.0059, and the value for the 13 Au sequences (those associated with both the N1 and N2 nodes) is 0.0583 ± 0.036. The mean intragenomic diversity of 0.0344 ± 0.017 is significantly less than the mean nucleotide diversity between the two genomes, which is 0.0589 ± 0.030. When analyzed in this way, the results support the conclusion of ![]()
-value for the Am sequences remains at 0.0104 ± 0.0059, because all the Am sequences are in the N1 group, but the
-value for the Au sequences is now 0.0354 ± 0.012. The mean intragenomic nucleotide diversity is 0.0229 ± 0.0088 and the intergenomic value is 0.0237 ± 0.0151. These two values are closely similar, casting doubt on the hypothesis that spacers show greater inter- compared with intragenomic variation and suggesting that the pattern of spacer diversity is, in fact, the same as that observed for the gene sequences (![]()
Comparison of sequences from homeologous loci: 5S-DNA-2 spacers:
Spacer regions from 18 published 5S-DNA-2 sequences (Table 1B) were aligned. Nucleotide diversities were calculated for spacers from taxa represented by two or more sequences and mean pairwise differences between pairs of taxa were determined. T. aestivum sequences were excluded from this analysis because these might be on different genomes. The diversities within taxa (0.05140.1502) covered a similar range to the diversities between taxa (0.09050.1664), and in several cases the diversity within a taxon was greater than the diversity seen when that taxon was compared with a second taxon.
The network constructed from the 5S-DNA-2 spacer sequences (Fig 4) is complex, due to a high incidence of conflicting characters. The network divides into three segments, each segment comprising a star-like phylogeny associated with one of three principal nodal sequences, C1, C2, and C3. The C1 group includes sequences from the diploids T. urartu (AuAu genomes), Ae. speltoides (SS), and Ae. squarrosa (DD), whose genomes are thought to be ancestral to the A, B, and D genomes of hexaploid T. aestivum, along with sequences from T. monococcum (AmAm) and T. timopheevi (AuAuGG). None of the reticulatory branches indicating differences from the C1 sequence are fixed to any one species, suggesting that these nucleotide changes occurred in the common ancestor of the A, S, and D genomes. From our analysis of HMW glutenin gene diversity (![]()
6 million years ago, so the genetic diversity described by the reticulations of the C1 part of the network appears to have been maintained for at least this length of time.
The C2 group contains three additional sequences from the S genomes of members of the Sitopsis section of Aegilops (Ae. searsii, Ae. sharonensis, and Ae. speltoides) as well as sequences from Ae. squarrosa (DD), Ae. umbellulata (UU), and T. aestivum. The C3 node is ancestral to three sequences, two from T. monococcum and one from T. aestivum. Reticulations occur between the three nodal clusters but with much less frequency than within individual clusters.
Sequences from T. aestivum are linked exclusively to the C2 and C3 nodes, with the possible exception of aes8, which is almost equidistant between C1 and C2, being one nucleotide closer to C2 but closely affiliated with the T. urartu sequence ura9, which is clearly a part of the C1 cluster. Because of the size of the dataset (18 sequences represent <0.1% of the repeats in a single 5S rDNA array), the results are subject to sampling errors, but the binomial probability is 0.016 (significant at the 5% level) of obtaining no T. aestivum sequences in the C1 cluster if these sequences are evenly distributed between the three clusters, suggesting that the distribution shown in Fig 4 is genuine. In contrast, 3 of the 6 sequences from genomes ancestral to T. aestivum are associated with the C1 cluster, and the other three are in the C2 cluster.
There have been attempts to use genetic distance to allocate 5S rDNA sequences to particular loci. For example, ![]()
Comparison of paralogous and orthologous loci: 5S rDNA genes:
An accurate alignment of the spacers of the 5S-DNA-1 and 5S-DNA-2 loci is not possible and, because of frequent indels, it is difficult even to align the two size classes of spacers corresponding to the 5S-DNA-1 units on chromosomes 1A and 1B/1D (![]()
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The network shows that gene sequences from a single locus in a single species do not group together. For example, the two sequences from Ae. speltoides, spe1 and spe2, are at distant parts of the network and both are closely related to different sequences from Ae. squarrosa, squ2 and squ1, respectively, implying that the origin of these sequence types predates the common ancestor of these two species. The reticulations between T. aestivum sequences from different loci can be explained in three ways: mutations in the common ancestor of the genomes that are involved, parallel mutations in the different genome lineages, or homogenization between the 5S-DNA-1 and 5S-DNA-2 loci.
| DISCUSSION |
|---|
The network analysis describes relationships between 5S rDNA sequences in a more realistic fashion than conventional tree building because network analysis makes fewer assumptions about the direction of evolution, the extent of sexual isolation, and the pattern of ancestry and descent. The networks presented here show that the 5S rDNA sequences of Triticum and Aegilops species are related in a reticulate manner around principal nodal sequences. The spacer networks have multiple principal nodes of considerable antiquity, but the gene network has just one principal node corresponding to the functional gene sequence.
Principal nodal sequences and their star-like phylogenies:
A principal nodal sequence represents a root within a network and corresponds to the common ancestor of the sequences in the associated star-like phylogeny. These nodal sequences appear to be of considerable antiquity. The longevity is most clearly apparent in the 5S-DNA-A1 spacer network (Fig 3), the average genetic distance between the extant spacer sequences and the nodal sequence being 0.01060 for the N1 group and 0.01403 for the N2 group, implying divergence times of 1.11.8 and 1.42.5 million years ago, respectively. The possibility that recombination between adjacent repeat types (![]()
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One important feature of network analysis is that it enables orthologous and paralogous groups of spacer sequences to be distinguished. This reveals that it is possible for an ortholog group to be lost from an array, as appears to have occurred with the N1 group of 5S-DNA-A1 spacers during the evolution of polyploid wheats. The differential loss of ortholog groups can lead to overestimation of genetic diversity, but the networks indicate which sequences should be used to achieve a genuine orthologous comparison.
Evolution of 5S rDNA arrays:
The 5S rDNA spacer region is relatively devoid of function, compared with the gene sequence, so the functional constraint on the spacers will be relatively small. However, our study shows that the genes and spacers have important aspects in common, both evolving in a manner that involves little direct selection on individual sequences but that results in conservation of consensus sequences of considerable antiquity and leads to similar patterns of intra- and interspecific diversity for both components of the repeat unit. These observations suggest that the gene and spacer sequences are evolving together. An insight into this evolutionary process might be provided by the nature of the principal nodal sequences. In the networks for the 5S-DNA-A1 spacers and the gene sequences,
13% of the extant sequences are identical to a principal nodal sequence. Arguably, an inherent feature of a tandem array is the conservation of sequence types, presumably through recombination, regardless of selection pressure. Viewed in this way, a tandem array is a dual-acting system that combines inherent sequence conservation with a large store of mutant variations. The implication is that the number of correct gene copies within an array is essentially the result of neutral processes that act on both gene and spacer regions, this interpretation in part explaining why fixation of correct gene copies within an array has not been observed. The molecular mechanisms that underlie these neutral processes could include homogenization by crossing over and replication slippage, contrary to the conclusion of ![]()
The only difference between the spacer and gene sequences is that the consensus sequences of the spacer regions are probably arbitrary sequences, whereas the consensus sequence of the gene is functionally constrained. Exactly how natural selection acts on the consensus sequences of the 5S rDNA genes, or how such a largely degenerate array functions efficiently, remains unclear. These questions cannot be rigorously addressed until it has been shown whether the functional 5S rRNAs are indeed homogeneous, or if minor variants corresponding to some or all of the "incorrect" sequences are also active.
Founder effects during 5S rDNA evolution in polyploid wheats:
We discovered two examples of repeat-type bias for spacer sequences in polyploid wheats. First, the 5S-DNA-A1 sequences of polyploid wheats were all of the N2 type, although both N1 and N2 types were present in T. urartu, the diploid donor of the Au genome of these wheats (Fig 3). Second, 5S-DNA-2 spacer sequences of the C1 type were well represented in diploid species containing genomes ancestral to the polyploid wheats, but no T. aestivum sequences of this type were seen (Fig 4). These biases probably indicate that bottlenecks have occurred during the evolution of polyploid wheats, there being a greater opportunity for sequences to be fixed or lost if the population size is relatively small. These founder effects, which can be detected by network analysis, are potentially important for understanding the dynamics of polyploidization and inferring the events involved in evolution of the hexaploid bread wheats, which do not exist in the wild, subsequent to the origin of agriculture.
| ACKNOWLEDGMENTS |
|---|
We thank Glynis Jones, University of Sheffield, for donating plant material. This work was supported by a grant from the UK Natural Environment Research Council.
Manuscript received September 2, 1999; Accepted for publication November 27, 2000.
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