| Literature DB >> 26928176 |
Xi-Hui Du1, Qi Zhao1, Jianping Xu2, Zhu L Yang1.
Abstract
As highly prized, popular mushrooms, morels are widely distributed in the northern hemisphere, with China as a modern centre of speciation and diversity. Overharvesting of morels has caused concern over how to effectively preserve their biological and genetic diversity. However, little is known about their population biology and life cycle. In this study, we selected two sympatric phylogenetic species, Mel-13 (124 collections from 11 geographical locations) and Morchella eohespera (156 collections from 14 geographical locations), using fragments of 4 DNA sequences, to analyse their genetic structure. Our results indicated significant differentiation among geographic locations in both species, whereas no obvious correlation between genetic and geographic distance was identified in either species. M. eohespera exhibited a predominantly clonal population structure with limited recombination detected in only 1 of the 14 geographic locations. In contrast, relatively frequent recombination was identified in 6 of the 11 geographic locations of Mel-13. Our analysis indicated that the sympatric species Mel-13 and M. eohespera might have divergent evolutionary patterns, with the former showing signatures of recent population expansion and the latter being relatively stable. Interestingly, we found no heterozygosity but strong evidence for genealogical incongruence, indicating a high level of inbreeding and hybridisation among morel species.Entities:
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Year: 2016 PMID: 26928176 PMCID: PMC4772476 DOI: 10.1038/srep22434
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Geographic origin, sample codes and sizes, haplotype frequencies and population genetic parameters estimated based on four molecular markers in eleven populations of Mel-13 and fourteen populations of M. eohespera included for analysis.
| No. | populations locality | Code | N | Longitude | Latitude | Altitude (m) | Haplotypes (no. of individuals) | Haploid diversity(Hd) | nucleotype diversity(π) |
|---|---|---|---|---|---|---|---|---|---|
| 1 | Zhaosu, Xinjiang | XJZS | 9 | 80.35 | 42.41 | 2630 | 6[H4(2), H6(1), H7(3), H10(1), H18(1), H22(1)] | 0.889 | 0.00083 |
| 2 | Urumchi, Xinjiang | XJWLMQ | 10 | 86.59 | 43.3 | 1490 | 3[H3(1), H7(8), H8(1)] | 0.378 | 0.00021 |
| 3 | Zhamashi, Qinghai | QHZM | 12 | 100.03 | 38.12 | 2744 | 1[H23(12)] | 0 | 0 |
| 4 | Minhe, Qinghai | QHMH | 14 | 102.48 | 36.19 | 1970 | 4[H11(7), H20(2), H23(4), H25(1)] | 0.6923 | 0.0006 |
| 5 | Babao, Qinghai | QHBB | 15 | 100.14 | 38.1 | 2746 | 3[H4(7), H13(2), H20(6)] | 0.648 | 0.00048 |
| 6 | Zhugu, Qinghai | QHZG | 20 | 102.06 | 37.1 | 3100 | 5[H4(11), H12(1), H20(2), H23(5), H29(1)] | 0.653 | 0.00073 |
| 7 | Fangshan, Shanxi | SXFS | 10 | 111.21 | 37.49 | 1619 | 6[H1(2), H2(1), H5(3), H26(1), H27(1), H28(2)] | 0.889 | 0.00115 |
| 8 | Fu, Shaanxi | SXYA | 9 | 109.22 | 35.59 | 938 | 5[H7(2), H18(1), H22(4), H23(1), H24(1)] | 0.806 | 0.00077 |
| 9 | Jiuzhaigou, Sichuan | SCJZ | 10 | 103.55 | 33.15 | 2435 | 4[H19(2), H20(1), H22(6), H24(1)] | 0.644 | 0.00034 |
| 10 | Maerkang, Sichuan | SCMEK | 10 | 102.37 | 31.52 | 3358 | 4[H14(1), H15(3), H16(2), H17(4)] | 0.7778 | 0.00017 |
| 11 | Laojunshan, Yunnan | YNLJS | 5 | 99.27 | 27.11 | 2555 | 2[H9(1), H24(4)] | 0.4 | 0.00045 |
| 1 | Zhaosu, Xinjiang | XJZS | 15 | 80.35 | 42.41 | 2630 | 6 [H3(1), H8(1), H12(1), H22(8), H25(1), H30(3)] | 0.705 | 0.00241 |
| 2 | Urumchi, Xinjiang | XJWLMQ | 6 | 86.59 | 43.3 | 1490 | 4[H3(1), H22(2), H30(2), H33(1)] | 0.867 | 0.00318 |
| 3 | Shangri-La, Yunnan | YNGZ | 6 | 99.46 | 28.01 | 3128 | 2[H3(2), H22(4)] | 0.533 | 0.0002 |
| 4 | Ranwu, Xizang | XZRW | 19 | 96.4 | 29.29 | 3900 | 10[H1(1), H6(1), H7(1), H9(1), H10(7), H11(1), H13(3), H15(2), H22(1), H23(1)] | 0.854 | 0.00236 |
| 5 | Lulang, Xizang | XZLL | 5 | 94.44 | 29.46 | 3472 | 4[H2(1), H3(1), H20(1), H21(2)] | 0.9 | 0.00242 |
| 6 | Banma, Qinghai | QHBM | 18 | 100.49 | 32.88 | 3000 | 7[H3(4), H9(1), H18(2),H19(8), H21(1), H30(1), H31(1)] | 0.857 | 0.0008 |
| 7 | Babao, Qinghai | QHBB | 10 | 100.14 | 38.1 | 3476 | 4[H16(3), H17(5), H22(1), H24(1)] | 0.771 | 0.00178 |
| 8 | Minhe, Qinghai | QHMH | 13 | 102.48 | 36.19 | 2746 | 5[H3(2), H17(5), H22(4), H26(1), H28(1)] | 0.711 | 0.00057 |
| 9 | Hongyuan, Sichuan | SCSJS | 8 | 102.36 | 32 | 1970 | 3[H3(4), H5(1), H22(3)] | 0.782 | 0.00077 |
| 10 | Tianzhu, Gansu | GSTZ | 15 | 102.84 | 37.24 | 3354 | 7[H3(1), H14(3), H21(2), H22(5), H24(2), H25(1), H32(1)] | 0.679 | 0.003 |
| 11 | Diebu, Gansu | GSDB | 11 | 103.13 | 34.03 | 2387 | 3[H3(3), H22(7), H27(1)] | 0.564 | 0.00044 |
| 12 | Zhouqu, Gansu | GSZQ | 9 | 104.22 | 33.45 | 1369 | 3[H3(1), H22(7), H29(1)] | 0.417 | 0.00042 |
| 13 | Malu, Gansu | GSML | 11 | 103.31 | 34.5 | 2811 | 4[H3(2), H4(1), H5(1), H22(7)] | 0.6 | 0.00033 |
| 14 | Muer, Gansu | GSZN | 10 | 103.29 | 34.34 | 2780 | 3[H3(2), H5(4), H22(4)] | 0.711 | 0.0004 |
Figure 1(a) Geographic location of the 14 populations of Mel-13 analyzed in the present study and the distribution of the 29 haplotypes detected (see Table 1 for population codes). Pie chart size corresponds to the sample size of each population. (b) Median joining phylogenetic networks among haplotypes of Mel-13. Maps were generated using ArcView GIS 3.2 (ESRI, Redlands, CA, USA) to estimate the distance between genets and locations.
Analysis of molecular variance (AMOVA) for populations of Mel-13 and M. eohespera based on data from four loci.
| Source of variation | df | SS | MS | Estimated variance | AMOVA Statistics | ||
|---|---|---|---|---|---|---|---|
| Among populations | 10 | 714.641 | 71.464 | 5.858 | 49% | 0.488 | 0.001 |
| Within populations | 113 | 695.327 | 6.153 | 6.153 | 51% | ||
| Total | 123 | 1409.968 | 12.012 | 100% | |||
| Among groups | 1 | 384.97 | 384.97 | 10.624 | 58% | 0.575 | 0.001 |
| Among populations | 12 | 243.365 | 20.28 | 1.319 | 7% | 0.647 | 0.001 |
| Within populations | 142 | 927.229 | 6.53 | 6.53 | 35% | 0.168 | 0.001 |
| Total | 155 | 1555.564 | 18.472 | 100% | |||
Results of the mismatch distribution analysis and neutrality tests of Mel-13 and M. eohespera.
| S | SSD | R | Tajima’s D | Fu’s FS | ||||
|---|---|---|---|---|---|---|---|---|
| 0.108 | 0.206 | 0.227 | 0.37 | 0.182 | 0.62 | 1.403 | NA | |
| 0.123 | 0.235 | 0.182 | 0.514 | 0.139 | 0.560 | 0.475 | 0.531 |
Figure 2(a) Geographic location of the 14 populations of M. eohespera analyzed in the present study and the distribution of the 33 haplotypes detected (see Table 1 for population codes). Pie chart size corresponds to the sample size of each population. (b) Median joining phylogenetic networks among haplotypes of M. eohespera. Maps were generated using ArcView GIS 3.2 (ESRI, Redlands, CA, USA) to estimate the distance between genets and locations.
Multilocus linkage disequilibrium analyses for each gene fragment respectively in the total samples of Mel-13 and M. eohespera.
| species | Gene fragment | PrC ( | IA ( | rBarD ( |
|---|---|---|---|---|
| B2 | NA | 0.000( | NA | |
| F1 | 0.800( | 0.443( | 0.100( | |
| F2 | 1.000( | 0.792( | 0.301( | |
| ITS | 1.00000( | 4.261( | 0.508 ( | |
| B2 | 1.000( | 0.950( | 0.388( | |
| F1 | 1.000(p < 0.001) | 2.312(p < 0.001) | 0.336( | |
| F2 | 1.000( | 2.396( | 0.300( | |
| ITS | 1.000( | -0.015( | -0.001( |
Multilocus linkage disequilibrium analyses for the combined data with four DNA fragments as four loci in samples of Mel-13 and M. eohespera.
| Sample set | Sample size | prC (p value) | IA (p value) | rBarD (p value) |
|---|---|---|---|---|
| Total samples | 124 | 0.500( | 0.544( | 0.208( |
| XJZS | 9 | 1.000( | 0.392( | 0.198( |
| XJWLMQ | 10 | 1.000( | 0.548 ( | 0.557( |
| QHZM | 12 | 1.000( | NA | NA |
| QHMH | 14 | 1.000( | 1.377( | 0.688( |
| QHBB | 15 | 1.000( | 2.990( | 0.996( |
| QHZG | 20 | 1.000( | 1.252( | 0.626( |
| SXFS | 10 | 0.833(p = 1) | 0.129( | 0.065( |
| SXYA | 9 | 1.000( | 0.154( | 0.077( |
| SCJZ | 10 | 1.000( | 0.270( | 0.275( |
| SCMEK | 10 | 1.000( | 0.562( | 0.571( |
| YNLJS | 5 | 1.000( | 1.000( | 1.000( |
| Total samples | 156 | 0.000( | 1.283( | 0.427( |
| XJZS | 15 | 1.000( | 2.261( | 0.754( |
| XJWLMQ | 6 | 1.000( | 2.297( | 0.787( |
| YNGZ | 6 | 1.000( | 0.000( | NA |
| XZRW | 19 | 0.833( | 1.285( | 0.429( |
| XZLL | 5 | 1.000(p = 1) | 1.356(p = 0.004) | 0.453( |
| QHBM | 18 | 1.000( | 1.676( | 0.560( |
| QHBB | 10 | 1.000( | 0.843( | 0.426( |
| QHMH | 13 | 1.000( | 0.789( | 0.394( |
| SCSJS | 8 | 1.000( | −2.22045e−16( | NA |
| GSTZ | 15 | 1.000( | 0.560( | 0.301( |
| GSDB | 11 | 1.000( | 2.262( | 0.754( |
| GSZQ | 9 | 1.000( | 2.382( | 0.800( |
| GSML | 11 | 1.000( | 0.000( | NA |
| GSZN | 10 | 1.000( | 0.000( | NA |
Figure 3Maximum-parsimony trees showing the relationships among 43 collections in eleven species of Elata Clade.
The tree for the left and the right correspond to ITS and F1, respectively. These seven collections probably experienced hybridization or horizontal gene transfer, which were indicated by seven different symbols shown on the trees, respectively.