| Literature DB >> 33367094 |
Sang-Hun Oh1, Jongsun Park2,3.
Abstract
The complete chloroplast genome of Euscaphis japonica (Thunb.) Kanitz isolated in Korea is 160,606 bp long and has four subregions: 89,232 bp of large single-copy and 18,734 bp of small single-copy regions are separated by 26,320 bp of inverted repeat regions including 129 genes (84 CDS, 8 rRNAs, and 37 tRNAs) and three pseudogenes. There were 424 SNPs and 809 INDELs compared with the Chinese E. japonica, useful to develop markers for phylogeographic study of the species. Phylogenetic trees show that E. japonica, representing Crossosomatales, is nested within the Malvids clade, confirming previous studies.Entities:
Keywords: Crossosomatales; Euscaphis japonica; Jeju Island; Korea; intraspecific variations
Year: 2020 PMID: 33367094 PMCID: PMC7671708 DOI: 10.1080/23802359.2020.1835571
Source DB: PubMed Journal: Mitochondrial DNA B Resour ISSN: 2380-2359 Impact factor: 0.658
Figure 1.A maximum-likelihood tree from the analysis of 72 conserved genes, originated from two accessions of Euscaphis japonica (MT702885 in this study and MN159078), Arabidopsis thaliana (NC_000932), Capparis spinosa var. herbacea (NC_047194), Clausena excavata (NC_032685), Koelreuteria paniculata (NC_037176), Oenothera villaricae (NC_030532), Stellera chamaejasme (NC_042714), Tapiscia sinensis (NC_036960), Vochysia acuminata (NC_043811), and an outgroup species (Oxalis corymbosa (NC_048890)). The GTR model with gamma rates was used as a molecular model to construct the ML tree. A heuristic search was used with nearest-neighbor interchange (NNI) branch swapping, the Tamura-Nei model, and uniform rates among sites to construct maximum likelihood phylogenetic tree. All other options were set to their default values in IQ-TREE. Bootstrap analyses with 1000 pseudoreplicates were conducted with the same options. The same topology was produced from Bayesian inference. A Markov-chain Monte Carlo (MCMC) algorithm was employed for 1,000,000 generations, sampling trees every 200 generations, with four chains running simultaneously. Values above branches are bootstrap supports from the analysis of maximum likelihood and posterior probabilities. Names of orders followed APG IV (Chase et al. 2016).