| Literature DB >> 28515478 |
Pan Li1, Zhe-Chen Qi2, Lu-Xian Liu1, Tetsuo Ohi-Toma3, Joongku Lee4, Tsung-Hsin Hsieh5, Cheng-Xin Fu1, Kenneth M Cameron6, Ying-Xiong Qiu7.
Abstract
Elsholtzia and its allied genera such as Collinsonia and Perilla (tribe Elsholtzieae, Lamiaceae) are an ecologically and economically important plant group consisting of ~71 species, with most species distributed in East and Southeast Asia, and several species in North America. Their phylogeny and historical biogeography resulting in a distant intercontinental disjunction are poorly understood. Here we use two nuclear (ETS, ITS) and five chloroplast (rbcL, matK, trnL-F, ycf1, ycf1-rps15) fragments to reconstruct the phylogeny, biogeographic history, and patterns of diversification of Elsholtzieae. The tribe Elsholtzieae is monophyletic and divided into five clades. The woody Elsholtzia species are nested within herbaceous ones and are inferred to have evolved from herbaceous ancestors. Molecular dating shows that the five major clades were established during the Eocene period, but most of the modern diversity did not originate until the Miocene. The divergence between the New World Collinsonia and the Old World Mosla-Keiskea-Perilla clade was dated to the mid-Miocene. Ancestral area reconstructions suggest that the tribe originated in East Asia, and then dispersed to Southeast Asia and North America. Overall, our findings highlight the important roles of the uplifts of the Qinghai-Tibetan Plateau (QTP) and climate changes from Middle Miocene onwards in promoting species diversification of Elsholtzieae.Entities:
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Year: 2017 PMID: 28515478 PMCID: PMC5435694 DOI: 10.1038/s41598-017-02157-6
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Bayesian 50% majority-rule consensus tree based on the combined cpDNA (rbcL + matK + trnL-F + ycf1 + ycf1-rps15) + nrDNA (ITS + ETS) dataset, showing the taxa from Elsholtzieae, Ocimeae, and Mentheae, with Caryopteris incana and Lamium maculatum as the outgroups. The topologies of the maximum parsimony (MP) and maximum likelihood (ML) trees are congruent with the Bayesian inference (BI) tree. MP-BS/ML-BS/BI-PP are shown near corresponding nodes, successively, while “−” indicates support values of less than 50%, and “*” represents full support (100%/100%/1). The known chromosome numbers have been mapped for each clade: Clade I [n = 8, (9, 16)]; Clade II (Mosla, n = 9; Keiskea japonica, n = 10; Perilla, n = 10, 20); Clade III (n = 26); Clade IV (n = 10); Clade V (Perillula, n = 7).
Sequence characteristics of Elsholtzia, Mosla-Keiskea-Perilla, Collinsonia, and sequence divergence values, which were estimated with pairwise distance (p-distance, pairwise deletion).
| Characteristics | ITS | ETS |
|
|
|
|
| chloroplast | combined |
|---|---|---|---|---|---|---|---|---|---|
| No. sequences | 62 | 62 | 63 | 59 | 62 | 63 | 56 | 63 | 63 |
| Missing data (%) | 1.59 | 1.59 | 0 | 6.35 | 1.59 | 0 | 11.11 | 0 | 0 |
| Sequence length (bp) | 697 | 441 | 501 | 885 | 935 | 4278 | 752 | 7351 | 8489 |
| Intra | 0–18.59 | 0–34.29 | 0–2.99 | 0–7.88 | 0–5.98 | 0–13.30 | 0–11.72 | 0.02–10.07 | 0.01–12.09 |
| Intra | 0–3.75 | 0–13.48 | 0–0.80 | 0–1.41 | 0–0.65 | 0–1.81 | 0–1.78 | 0–1.44 | 0–2.26 |
| Intra | 0–0.87 | 0–1.57 | 0 | 0–0.24 | 0–0.26 | 0–0.25 | 0–0.36 | 0–0.21 | 0.01–0.37 |
| Among clades (%) | 6.03–15.75 | 14.13–32.20 | 0–2.99 | 1.18–6.79 | 0.39–5.29 | 1.11–10.98 | 1.24–10.10 | 0.81–8.32 | 2.19–12.15 |
Figure 2Phylogenetic chronogram of Elsholtzieae as inferred from beast analysis based on two calibration points (node 1 & node 2). Blue bars represent 95% highest posterior density of node age. Our results indicate that an early diversification of Elsholtzieae occurred in Middle Eocene after its rise in Early Eocene (blue shading), and a recent rapid diversification took place after the end of the Miocene (green shading). Standard LTT plots for Nepetoideae, Elsholtzia, and the Mosla-Keiskea-Perilla clade are presented in the upper left.
Figure 3Ancestral area reconstruction of Elsholtzieae as inferred with Statistical Dispersal-Vicariance Analysis (S-DIVA) in rasp, using 1,000 random Bayesian trees from the beast analysis. Nodal probabilities of ancestral areas are depicted on the Bayesian tree of Fig. 2. Single-colored pie diagrams indicate an ancestor confined to a single geographic area; multi-colored pie diagrams represent the probabilities of different areas at each node. Arrows and circles represent dispersal and vicariance events, respectively. The base map was freely downloaded from Wikimedia Commons online (https://commons.wikimedia.org/wiki/File:BlankMap-Equirectangular.svg), with subsequent modifications.