| Literature DB >> 31824528 |
Qiujie Zhou1, Che-Wei Lin2, Wei Lun Ng3, Jinhong Dai1, Tetsuo Denda4, Renchao Zhou1, Ying Liu1.
Abstract
Sonerileae/Dissochaeteae (Melastomataceae) comprises ca. 50 genera, two thirds of which occur in Southeast Asia. Phylogenetic relationships within this clade remain largely unclear, which hampers our understanding of its origin, evolution, and biogeography. Here, we explored the use of chloroplast genomes in phylogenetic reconstruction of Sonerileae/Dissochaeteae, by sampling 138 species and 23 genera in this clade. A total of 151 complete plastid genomes were assembled for this study. Plastid genomic data provided better support for the backbone of the Sonerileae/Dissochaeteae phylogeny, and also for relationships among most closely related species, but failed to resolve the short internodes likely resulted from rapid radiation. Trees inferred from plastid genome and nrITS sequences were largely congruent regarding the major lineages of Sonerileae/Dissochaeteae. The present analyses recovered 15 major lineages well recognized in both nrITS and plastid phylogeny. Molecular dating and biogeographical analyses indicated a South American origin for Sonerileae/Dissochaeteae during late Eocene (stem age: 34.78 Mya). Two dispersal events from South America to the Old World were detected in late Eocene (33.96 Mya) and Mid Oligocene (28.33 Mya) respectively. The core Asian clade began to diversify around early Miocene in Indo-Burma and dispersed subsequently to Malesia and Sino-Japanese regions, possibly promoted by global temperature changes and East Asian monsoon activity. Our analyses supported previous hypothesis that Medinilla reached Madagascar by transoceanic dispersal in Miocene. In addition, generic limits of some genera concerned were discussed.Entities:
Keywords: Melastomataceae; Phyllagathis; Sonerileae; biogeography; phylogenomics; plastid genome
Year: 2019 PMID: 31824528 PMCID: PMC6881482 DOI: 10.3389/fpls.2019.01477
Source DB: PubMed Journal: Front Plant Sci ISSN: 1664-462X Impact factor: 5.753
Data characteristics, substitution model selected and used in ML/BI analysis for the four datasets used in this study.
| Dataset | Subset | Taxa | Number of sites | Missing data (%) | Variable sites/PIS* | Best fit model | ML | BI |
|---|---|---|---|---|---|---|---|---|
| Melastomataceae dataset | LSC | 170 | 85,815 | – | 34474/20827 | GTR+I+G | GTR+G | GTR+I+G |
| IR | 26,500 | – | 2482/977 | GTR+I+G | GTR+G | GTR+I+G | ||
| SSC | 16,897 | – | 7878/5127 | TVM+I+G | GTR+G | GTR+I+G | ||
| Sonerileae/ | LSC | 150 | 85,474 | – | 23183/13083 | GTR+I+G | GTR+G | GTR+I+G |
| IR | 24,923 | – | 1258/501 | GTR+I+G | GTR+G | GTR+I+G | ||
| SSC | 18,642 | – | 5680/3420 | TVM+I+G | GTR+G | GTR+I+G | ||
| nrITS dataset | – | 149 | 750 | – | 457/389 | GTR+I+G | GTR+G | GTR+I+G |
| cp-5 gene dataset | – | 188 | 4,022 | 12.02 | 1137/696 | GTR+I+G | GTR+G | GTR+I+G |
*Parsimoniously informative sites.
Comparison of partitioning strategies used for the Melastomataceae dataset. The best partition scheme selected is indicated in bold.
| Partitioning | Description | Comparison with PartitionFinder | Comparison with BFs | ||||||
|---|---|---|---|---|---|---|---|---|---|
| GTR+G | GTR+G | GTR+G | GTR+I+G | ||||||
| ln L | AIC | ln L | AIC | Harmonic means (lnL) | 2ln (BFs)a | Harmonic means(lnL) | 2ln (BFs) | ||
| Partition1 | All together | −859219 | 1719133 | −857099 | 1714895 | −859451.09 | – | −82,8207.82 | – |
| Partition2 | Coding, noncoding | −886869 | 1774453 | −884865 | 1770449 | −877328.59 | 35755 | −854485.52 | 52555.4 |
|
|
| − |
| − |
| − | − | − | − |
| Partition6 | Noncoding, tRNAs, rRNAs,three codon positions | −881742 | 1764280 | −877724 | 1760576 | −886631.35 | 54360.52 | −846168.71 | 35921.78 |
| Partition15b | Identified by PartitionFinder | – | – | −877980 | 1761846 | – | – | −837836.32 | 19257 |
2ln(BFs) equal to twice the difference of harmonic means (lnL) between Partition1 scheme and alternative partition schemes. We used the criterion of 2ln(BFs) of ≥10 as very strong evidence against the alternative schemes (Nylander et al., 2004).
Under the substitution models selected by PartitionFinder.
Figure 1Maximum likelihood (ML) phylogenetic tree of Melastomataceae based on chloroplast genome sequences with 112 genes included shown as a cladogram (phylogram inset). Bootstrap values obtained from ML analyses (left) and Bayesian posterior probabilities resulting from Bayesian inference (BI) (right) are given on the branches. An asterisk denotes a branch collapsed in BI. The types of the genera sampled in Sonerileae/Dissochaeteae are indicated with boxes. Clades A, B, C, and H represent the nodes discussed in the text. “Unnamed clade 2” denotes a group of species which comprised the unnamed clade 2 in the nrITS tree ( ).
Figure 2Constrained maximum likelihood phylogenetic tree of Melastomataceae annotated with estimated divergence time and ancestral range obtained from BEAST and RASP analyses (see Materials and methods). Mean divergence times are shown with their 95% highest posterior density (HPD: green bars). Clades A, B, C, and H represent nodes discussed in the text, whereas node a, b, and c indicate the calibration points. Pie charts represent the area probability inferred for each node. The inset map shows the coding of five biogeographical areas. The present-day distribution is given at the tip for each species. The light and darker vertical bars denote two climatic events: onset of East Asia monsoons and its strengthening to maximum in Miocene (OSEAM, 10–22 Mya) and the Mid Miocene Climate Optimum (MMOC, 15.5–17.2 Mya), respectively. Stars denote two dispersal events (node A, B) of Sonerileae/Dissochaeteae from South America to the Old World.
Stem and crown median age estimates and 95% highest posterior density (HPD) for Sonerileae/Dissochaeteae and other clades of interest based on BEAST analysis.
| Clade name | Stem age (Mya) | Crown age (Mya) | Ancestral area |
|---|---|---|---|
| Node A, Sonerileae/Dissochaeteae | 34.78 (29.07–40.53) | 33.96 (28.33–39.8) | B (64.40),C (33.89) |
| Node B | 33.96 (28.33–39.8) | 27.79 (21.91–33.94) | B (66.02),C (33.86) |
| Node C | 27.79 (21.91–33.94) | 20.25 (15.71–25.24) | C (98.43) |
| Node H | 16.44 (12.08–21.2) | 13.22 (9.7–16.7) | C (99.83) |
|
| 11.8 (8.71–15.04) | 9.7 (6.86–12.58) | C (94.50) |
|
| 8.94 (5.34–12.5) | 4.08 (1.71–6.75) | C (95.00) |
|
| 12.22 (9.08–15.37) | 8.87 (6–12.5) | C (97.11) |
|
| 11.25 (8.65–14.67) | 4.11 (2.4–6.52) | C (100) |
|
| 11.25 (8.65–14.67) | 4.9 (2.16–8.08) | C (100) |
|
| 11.74 (8.44–15.24) | 4.93 (1.95–8.49) | E (100) |
|
| 11.74 (8.44–15.24) | 7.84 (4.2–11.56) | C (97.62) |
|
| 9.6 (6.26–13.1) | 8.12 (4.9–11.46) | C (100) |
|
| 16.31 (11.97–21.35) | 15.02 (10.31–19.96) | D (100) |
|
| 17.16 (13.42–21.62) | 6.84 (3.35–10.84) | CE (99.72) |
| Unnamed clade 1 | 18.78 (14.63–23.38) | 9.7 (5.89–14.06) | C (100) |
|
| 18.78 (14.63–23.38) | 15.9 (11.87–20.43) | C (78.50),CE (18.26) |
|
| 13.87 (10.13–17.76) | 12.61 (8.81–16.4) | D (95.35) |
| Unnamed clade 2 | 16.46 (12.28–20.67) | 15.38 (11.5–19.47) | D (96.39) |
|
| 15.58 (11.35–19.89) | 13.05 (9.23–16.87) | C (46.99), E (53.01) |
|
| 15.58 (11.35–19.89) | 11.23 (6.35–16.01) | C (100) |
|
| 17.31 (10.72–24.22) | 9.37 (5.19–14) | D (100) |
|
| 17.31 (10.72–24.22) | 6.38 (2.79–10.49) | C (99.96) |
Ancestral ranges and relative probabilities (p > 10%) of these clades estimated under the Bayarealike+j model are also shown. North America (A);South America (B);Indo-Burma (C);Sundaland (D);Sino-Japanese region (E).
Figure 3Comparison of trees based on chloroplast genomic dataset (A) and nrITS dataset (B). Solid circles and circles denote nodes with strong and weak support (BS ≥ 70 and PP ≥ 0.99 vs. BS < 70 or PP < 0.99) respectively. Clades strongly supported in both trees are indicated with black bars (a, Bredia; c, Fordiophyton; d, Styrophyton; e, Cyphotheca; g, P. tetrandra−P. elattandra; h, Sporoxeia; i, Anerincleistus; j, Sarcopyramis; k, unnamed clade 1; l, Sonerila; m, Medinilla; o, Tashiroea; p, Scorpiothysus; q, Dissochaeta; r, Pseudodissochaeta.), whereas those supported in only one tree are marked with red bars (b, Blastus axillary; f, Blastus terminal; b & f, Blastus; n, unnamed clade 2). Also see – .