Research Article |
Corresponding author: Yongtao Xu ( ytxu666@jxau.edu.cn ) Corresponding author: Weiwei Zhang ( zhangweiwei_nefu@163.com ) Academic editor: Pavel Stoev
© 2023 Dandan Wang, Xiaolong Hu, Minling Li, Jie Liu, Ming Tang, Wuhua Liu, Jianwen Zhan, Yongtao Xu, Weiwei Zhang.
This is an open access article distributed under the terms of the Creative Commons Attribution License (CC BY 4.0), which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.
Citation:
Wang D, Hu X, Li M, Liu J, Tang M, Liu W, Zhan J, Xu Y, Zhang W (2023) Diet composition and interspecific niche of Taohongling Sika deer (Cervus nippon kopschi) and its sympatric Reeve’s muntjac (Muntiacus reevesi) and Chinese hare (Lepus sinensis) in winter (Animalia, Mammalia). ZooKeys 1149: 17-36. https://doi.org/10.3897/zookeys.1149.96936
|
Species co-existence depends on how organisms utilize their environment and resources. Little is known about the winter diet composition and sympatric co-existence of South China sika deer and its companion species in Taohongling. In this study, high-throughput sequencing and metabarcoding trnL were used to study the diet composition and interspecific relationship including sika deer, Reeve’s muntjac, and Chinese hare. Our results show that 203 genera in 90 families are contained in the diet of sika deer, 203 genera in 95 families for Reeve’s muntjac, and 163 genera in 75 families for Chinese hare. Sika deer fed on Rubus chingii, Loropetalum chinense, and Eurya japonica in winter, accounting for 75.30%; Reeve’s muntjac consumed mainly R. chingii, E. japonica, and Euonymus grandiflorus, accounting for 68.80%, and Chinese hare mainly fed on R. chingii, Smilax china, and Rhus chinensis, accounting for 41.98%. The Shannon index showed no significant difference between groups (p > 0.05). The NMDS analysis found considerable overlap among three species. Sika deer and Reeve’s muntjac consumed similar forage plants but varied greatly in Chinese hare, which occupied the widest choice in winter, resulting in higher diet breadth and increased dietary divergence, thereby reducing competition and facilitating coexistence. The diet niche overlap index among them, as represented by Pianka’s index, ranging from 0.62 between sika deer and Chinese hare to 0.83 between sika deer and Reeve’s muntjac, which indicated a more similar niche and potential competition in closely related species. Our findings provide a new diet perspective of three herbivores, leading to a more comprehensive understanding of resource partitioning and species coexistence.
Diet composition, niche breadth, niche overlap, sympatry, winter
Sika deer (Cervus nippon Temminck, 1838), also known as the spotted deer, is a species native to much of East Asia and a national first-class protected wild animal in China (
Diet analysis is one of the core contents of studying the habitat requirements of animals (
High-throughput sequencing (HTS) has the advantages of high throughput, a large amount of data, high sensitivity, and fine classification (
Food resources are the medium that connects the natural environment and often influence the distribution and survival of species. Species coexistence theory suggests that niche overlap and potential competition will inevitably occur when closely related species with similar ecological needs share the same area, which requires them to obtain more resources to survive by expanding the niche scale (
This study was conducted in the TNNR, the area where South China sika deer is distributed. The TNNR is located on the south bank of the middle and lower reaches of the Yangtze River, Pengze, Jiangxi Province, China. The total area of TNNR is 12,500 hm2, the core area is 2,670 hm2, the experimental area is 1,830 hm2, and the buffer zone is 8,000 hm2. The TNNR mainly consists of low mountains and hills (
In our study, to minimize possible bias caused by variation in individual digestibility, five fecal pellets were randomly taken from each fecal sample and mixed to form a single composite sample. Total DNA was extracted using the DNA extraction kit (TIANGEN, Beijing) following the liquid nitrogen grinding method. The final DNA concentration and purification were determined by NanoDrop 2000 UV-vis spectrophotometer (Thermo Scientific, Wilmington, USA), and DNA quality was checked by 1% agarose gel electrophoresis. The P6 loop region of the trnL(UAA)intron region was amplified with universal primers g (5՚-GGGCAATC CTGAGCCAA-3՚) and h (5՚-CCATTGAGTCTCTGCACCTATC-3՚) by thermocycler PCR system (Gene Amp 9700, ABI, USA). PCR amplifications were carried out in a total volume of 25 μl containing 12.5 μl PCR mix (Tiangen, Beijing, China), 1 μl DNA, 1 μl of each primer, and 9.5 μl H2O. The reaction conditions were as follows: denaturation at 95 °C for 3 min followed by 35 cycles at 95 °C for 30 sec, 56 °C for 30 sec, and 72 °C for 45 sec, with a final 10 min at 72 °C and storage at 4 °C for 10 h. The PCR products were detected by Agarose gel electrophoresis and sequenced by Shanghai Personal Biotechnology Co., Ltd.
Purified amplicons were pooled in equimolar and paired end sequenced (2 × 300) on an Illumina MiSeq platform (Illumina, San Diego, USA) according to the standard protocols. The analysis was conducted by following the tutorial of QIIME2 docs along with customized program scripts (https://docs.qiime2.org/2019.1/). Briefly, raw FASTQ files were demultiplexed using the QIIME2 v. 2019.4 demux plugin based on their unique barcodes (
Formulas of forage plants diversity and niche analysis were conducted as follows:
The Shannon–Wiener diversity index (H′) was calculated to explore diet diversity (
(1)
Where Pi is the proportion of food item i out of all foods, and n is the total number of food items.
Pielou evenness index (
J′ = H′ / Hmax (2)
H max = ln n (3)
Where n is the number of plant species in the fecal sample, and the number of plant species is represented by the number of plant OTUs types.
The Levin index (
(4)
The niche overlap index was obtained using the Pianka index (
(5)
Where Qjk is Pianka’s niche overlap index between species j and species k; Pij is the proportion of resource i out of all resources used by species j, and Pik is the proportion of resource i out of all resources used by species k. The values range from 0 (no food item in common) to 1 (complete overlap in resource use).
After processing the raw reads, a total of 11,411,958 counts were obtained from 90 fecal samples. The mean OTUs length was 67.96 bp with a range from 32 bp to 189 bp. Venn diagram showed that the OTUs in the overlap were commonly shared, and those in the nonoverlapping parts were special OTUs. In total, 764 OTUs, 833 OTUs, and 843 OTUs were obtained from sika deer, Reeve’s muntjac, and Chinese hare samples, respectively. The number of OTUs among the three herbivore groups was 373, and the specific OTUs in sika deer, Reeve’s muntjac, and Chinese hare were 391, 449, and 470, respectively (Fig.
Based on OTUs sequences alignment in the NCBI database, the diets of sika deer, Reeve’s muntjac, and Chinese hare includes 203 genera in 90 families, 203 genera in 95 families, and 163 genera in 75 families, respectively (
The dominant genera foraged by sika deer were Rubus (36.49%) and Loropetalum (25.52%), followed by Eurya (13.41%), Camellia (3.89%), Euonymus (2.94%), Phyllostachys (2.46%), Maclura (1.88%), Cunninghamia (1.67%), Rhododendron (1.45%), and Celtis (0.99%), and others (9.30%). For Reeve’s muntjac the diet was strongly dominated by Rubus (51.77%), other genera high abundance were Eurya (11.01%), Euonymus (6.11%), Celtis (3.21%), Arrhenatherum (3.02%), Sabia (2.14%), Maclura (1.67%), Ligustrum (1.49%), Phyllostachys (1.31%), and Smilax (1.26%). Chinese hare consumed almost equal proportions of Rubus (15.81%) and Smilax (15.58%), followed by Rhus (10.64%), Campylotropis (9.52%), Bidens (5.37%), Hedyotis (5.02%), Cunninghamia (4.47%), Eleusine (3.57%), Digitaria (3.09%) and Miscanthus (2.55%). To sum up, these three herbivores all mostly feed on Rubus in winter. The species composition heatmap was drawn from the species and sample levels. The 20 genera with the highest abundance were selected based on species annotation information for 90 samples of the three species. The clustering results show the differences in the relative abundances of sika deer, Chinese hare, and Reeve’s muntjac (Fig.
High-throughput sequencing can be used to detect the diet on species levels in most samples combined with a background survey of TNNR, except for OTUs that were undetectable. Sika deer food items included Rubus chingii, Loropetalum chinense, Eurya japonica, Camellia japonica, Euonymus grandiflorus, etc. The forage plants of Reeve’s muntjac consisted of Rubus chingii, Eurya japonica, Euonymus grandiflorus, Arrhenatherum elatius, Celtis sinensis, etc. The diet of Chinese hares mainly focused on Rubus chingii, Smilax china, Rhus chinensis, Campylotropis sp., Hedyotis diffusa, etc. The detailed top 30 forage species in three species are shown in Table
Winter diet of sika deer, Reeve’s muntjac, and Chinese hare in Taohongling nature reserve. “+” = present in Jiangxi; “–” = not or uncertain present in Jiangxi.
Number | Sika deer | Reeve’s muntjac | Chinese hare | |||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
Species | Genus | Disrtibution | Percentage of abundance | Species | Genus | Distribution | Percentage of abundance | Species | Genus | Distribution | Percentage of abundance | |
1 | Rubus chingii | Rubus | + | 36.42% | Rubus chingii | Rubus | + | 51.69% | Rubus chingii | Rubus | + | 15.78% |
2 | Loropetalum chinense | Loropetalum | + | 25.48% | Eurya japonica | Eurya | + | 11.01% | Smilax china | Smilax | + | 15.56% |
3 | Eurya japonica | Eurya | + | 13.41% | Euonymus grandiflorus | Euonymus | + | 6.10% | Rhus chinensis | Rhus | + | 10.64% |
4 | Camellia japonica | Camellia | + | 3.88% | Arrhenatherum elatius | Arrhenatherum | + | 3.02% | Campylotropis sp. | Campylotropis | – | 9.40% |
5 | Euonymus grandiflorus | Euonymus | + | 2.94% | Celtis sinensis | Celtis | + | 2.57% | Bidens sp. | Bidens | – | 5.37% |
6 | Phyllostachys edulis | Phyllostachys | + | 2.46% | Sabia swinhoei | Sabia | + | 2.14% | Hedyotis diffusa | Hedyotis | + | 5.02% |
7 | Maclura tricuspidata | Maclura | + | 1.88% | Maclura tricuspidata | Maclura | + | 1.66% | Cunninghamia lanceolata | Cunninghamia | + | 4.47% |
8 | Cunninghamia lanceolata | Cunninghamia | + | 1.67% | Ligustrum lucidum | Ligustrum | + | 1.48% | Eleusine indica | Eleusine | + | 3.57% |
9 | Rhododendron mucronatum | Rhododendron | + | 1.45% | Phyllostachys edulis | Phyllostachys | + | 1.31% | Digitaria sp. | Digitaria | – | 2.79% |
10 | Vaccinium vitis-idaea | Vaccinium | + | 0.77% | Smilax china | Smilax | + | 1.26% | Miscanthus sinensis | Miscanthus | + | 2.55% |
11 | Celtis sinensis | Celtis | + | 0.78% | Cunninghamia lanceolata | Cunninghamia | + | 1.21% | Oxalis corniculata | Oxalis | + | 2.31% |
12 | Ilex cornuta | Ilex | + | 0.59% | Nyssa sp. | Nyssa | – | 1.16% | Setaria viridis | Setaria | + | 1.56% |
13 | Sabia swinhoei | Sabia | + | 0.48% | Aster sp. | Aster | – | 1.08% | Panicum bisulcatum | Panicum | + | 1.49% |
14 | Cocculus orbiculatus | Cocculus | + | 0.37% | Loropetalum chinense | Loropetalum | + | 0.83% | Pinus massoniana | Pinus | + | 1.46% |
15 | Lysimachia congestiflora | Lysimachia | + | 0.32% | Lysimachia congestiflora | Lysimachia | + | 0.81% | Aster sp. | Aster | – | 1.18% |
16 | Saxifraga stolonifera | Saxifraga | + | 0.30% | Oxalis corniculata | Oxalis | + | 0.79% | Secale cereale | Secale | + | 1.16% |
17 | Arrhenatherum elatius | Arrhenatherum | + | 0.27% | Ilex cornuta | Ilex | + | 0.67% | Polypogon fugax | Polypogon | + | 1.00% |
18 | Ehretia acuminata | Ehretia | + | 0.27% | Celtis sp. | Celtis | – | 0.64% | Phyllostachys edulis | Phyllostachys | + | 0.96% |
19 | Nyssa sp. | Nyssa | – | 0.22% | Cirsium arvense | Cirsium | + | 0.62% | Sabia swinhoei | Sabia | + | 0.96% |
20 | Hedyotis diffusa | Hedyotis | + | 0.21% | Broussonetia papyrifera | Broussonetia | + | 0.59% | Eurya japonica | Eurya | + | 0.73% |
21 | Rhus chinensis | Rhus | + | 0.22% | Saxifraga stolonifera | Saxifraga | + | 0.44% | Mallotus japonicus | Mallotus | + | 0.59% |
22 | Celtis sp. | Celtis | – | 0.20% | Rhododendron mucronatum | Rhododendron | + | 0.40% | Liquidambar formosana | Liquidambar | + | 0.55% |
23 | Corylopsis multiflora | Corylopsis | + | 0.20% | Mallotus japonicus | Mallotus | + | 0.37% | Nicotiana tabacum | Nicotiana | + | 0.55% |
24 | Polypogon fugax | Polypogon | + | 0.19% | Tetradium ruticarpum | Tetradium | + | 0.32% | Loropetalum chinense | Loropetalum | + | 0.49% |
25 | Abelia schumannii | Abelia | + | 0.18% | Galium aparine | Galium | + | 0.32% | Prunus sibirica | Prunus | – | 0.46% |
26 | Broussonetia papyrifera | Broussonetia | + | 0.15% | Coreopsis tinctoria | Coreopsis | + | 0.29% | Arrhenatherum elatius | Arrhenatherum | + | 0.39% |
27 | Vaccinium ovalifolium | Vaccinium | – | 0.15% | Leptodermis sp. | Leptodermis | – | 0.25% | Ilex cornuta | Ilex | + | 0.38% |
28 | Pinus massoniana | Pinus | + | 0.14% | Iryanthera hostmannii | Iryanthera | – | 0.25% | Sargentodoxa cuneata | Sargentodoxa | + | 0.32% |
29 | Pteroceltis tatarinowii | Pteroceltis | + | 0.14% | Morus yunnanensis | Morus | + | 0.24% | Rhododendron mucronatum | Rhododendron | + | 0.29% |
30 | Oxalis corniculata | Oxalis | + | 0.12% | Acorus gramineus | Acorus | + | 0.24% | Microstegium vimineum | Microstegium | + | 0.28% |
31 | Others | 4.14% | Others | 6.24% | Others | 7.74% |
Alpha diversity reflects the abundance and diversity of species communities. The Chao1 and Observed species indices showed the highest community richness was Reeve’s muntjac (Chao1 index; Reeve’s muntjac = 242.46, Sika deer = 236.52, Chinese hare = 192.03, on average). The Shannon and Simpson indices showed the highest community diversity was Chinese hare (Shannon index; Chinese hare = 2.36, Reeve’s muntjac = 2.21, Sika deer = 1.82, on average), with no significant differences (P > 0.05). The goods coverage of 0.998 indicated that an average of 99% of the species were annotated (Fig.
Alpha diversity index among three sympatric species including sika deer, Reeve’s muntjac, and Chinese hare.
Sample ID | Sika deer | Reeve’s muntjac | Chinese hare | |||||||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Chao1 | Goods _coverage | Observed _species | Pielou_e | Shannon | Simpson | Chao1 | Goods _coverage | Observed _species | Pielou_e | Shannon | Simpson | Chao1 | Goods _coverage | Observed _species | Pielou_e | Shannon | Simpson | |
001 | 280.705 | 0.998038 | 170.2 | 0.40159 | 2.97535 | 0.760442 | 221.216 | 0.998458 | 147.5 | 0.169581 | 1.22164 | 0.254821 | 234.755 | 0.998217 | 141.9 | 0.384791 | 2.75059 | 0.766172 |
002 | 229.404 | 0.998361 | 154.1 | 0.257889 | 1.87412 | 0.511389 | 223.198 | 0.998492 | 144.1 | 0.22161 | 1.58889 | 0.400989 | 144.924 | 0.998847 | 93.3 | 0.348889 | 2.28297 | 0.717446 |
003 | 226.705 | 0.998481 | 131.2 | 0.265175 | 1.86516 | 0.504481 | 148.447 | 0.998978 | 76.4 | 0.152733 | 0.955071 | 0.242638 | 122.406 | 0.999139 | 66.2 | 0.442545 | 2.67587 | 0.781497 |
004 | 83.0718 | 0.999378 | 47.5 | 0.04717 | 0.262596 | 0.050021 | 199.96 | 0.998608 | 139 | 0.4334 | 3.08469 | 0.822047 | 190.257 | 0.998583 | 97.2 | 0.342704 | 2.26105 | 0.678976 |
005 | 260.619 | 0.998344 | 140.5 | 0.41492 | 2.95988 | 0.745168 | 343.206 | 0.997691 | 213.2 | 0.565935 | 4.37752 | 0.917577 | 132.754 | 0.999174 | 64.7 | 0.442643 | 2.66008 | 0.786546 |
006 | 197.435 | 0.998546 | 118.2 | 0.265982 | 1.83103 | 0.542388 | 265.68 | 0.998131 | 178.1 | 0.247444 | 1.84993 | 0.420895 | 244.217 | 0.998111 | 141.9 | 0.27918 | 1.99433 | 0.632656 |
007 | 231.011 | 0.998546 | 109.6 | 0.321788 | 2.17979 | 0.606797 | 198.505 | 0.998824 | 126.7 | 0.148754 | 1.03889 | 0.208596 | 109.736 | 0.999253 | 59.4 | 0.34015 | 2.00346 | 0.532667 |
008 | 186.477 | 0.998679 | 128.3 | 0.132388 | 0.926968 | 0.19294 | 173.466 | 0.998816 | 119.8 | 0.095464 | 0.658982 | 0.127527 | 223.278 | 0.99833 | 109.7 | 0.32719 | 2.21691 | 0.679038 |
009 | 176.872 | 0.998759 | 121.7 | 0.227483 | 1.57562 | 0.515318 | 201.798 | 0.998665 | 123.3 | 0.357705 | 2.48433 | 0.745497 | 147.016 | 0.999049 | 62.2 | 0.32465 | 1.9334 | 0.602632 |
010 | 226.03 | 0.998381 | 138.1 | 0.243521 | 1.73098 | 0.492527 | 284.977 | 0.998219 | 170.6 | 0.336498 | 2.49463 | 0.590127 | 145.945 | 0.998992 | 83.5 | 0.320825 | 2.04777 | 0.5727 |
011 | 224.427 | 0.998378 | 150.5 | 0.177627 | 1.28473 | 0.291992 | 230.017 | 0.998401 | 151.9 | 0.307556 | 2.22853 | 0.589744 | 199.096 | 0.998449 | 125.3 | 0.333101 | 2.32102 | 0.750859 |
012 | 280.773 | 0.997847 | 183.2 | 0.340063 | 2.55598 | 0.716689 | 244.458 | 0.998393 | 151.8 | 0.297168 | 2.15298 | 0.502685 | 290.705 | 0.998009 | 142.6 | 0.418089 | 2.99021 | 0.757656 |
013 | 220.095 | 0.998438 | 135.6 | 0.242773 | 1.71921 | 0.485882 | 239.338 | 0.99831 | 135.8 | 0.292677 | 2.0731 | 0.64653 | 264.841 | 0.9981 | 152.8 | 0.411819 | 2.9874 | 0.809688 |
014 | 328.541 | 0.997802 | 209.9 | 0.343807 | 2.65167 | 0.673406 | 217.883 | 0.998549 | 146.6 | 0.32392 | 2.33042 | 0.568292 | 138.488 | 0.999117 | 76.9 | 0.42012 | 2.63072 | 0.749443 |
015 | 381.036 | 0.997089 | 237.8 | 0.336105 | 2.65258 | 0.723663 | 150.282 | 0.998963 | 80.2 | 0.218794 | 1.38347 | 0.43972 | 132.877 | 0.999191 | 76.6 | 0.198498 | 1.2422 | 0.305309 |
016 | 334.337 | 0.997563 | 191.8 | 0.413 | 3.13158 | 0.781254 | 277.335 | 0.997947 | 181.3 | 0.440708 | 3.30546 | 0.785065 | 120.473 | 0.999199 | 68.5 | 0.32578 | 1.9862 | 0.504604 |
017 | 207.833 | 0.998586 | 107.7 | 0.282636 | 1.90708 | 0.611331 | 348.937 | 0.997558 | 209 | 0.401727 | 3.09589 | 0.765458 | 87.2741 | 0.999438 | 43.5 | 0.3264 | 1.77444 | 0.551934 |
018 | 393.986 | 0.997237 | 210.8 | 0.292397 | 2.257 | 0.609557 | 274.614 | 0.998214 | 178.1 | 0.318902 | 2.38396 | 0.58144 | 445.677 | 0.997171 | 207.1 | 0.583434 | 4.48816 | 0.909631 |
019 | 233.482 | 0.998353 | 158.1 | 0.323043 | 2.35938 | 0.639344 | 260.417 | 0.998234 | 165 | 0.310687 | 2.28763 | 0.651905 | 167.976 | 0.998648 | 98.6 | 0.239998 | 1.58907 | 0.424112 |
020 | 170.192 | 0.998677 | 118.9 | 0.07857 | 0.541529 | 0.109537 | 210.012 | 0.9986 | 148.8 | 0.21039 | 1.51822 | 0.361145 | 155.937 | 0.998963 | 75.2 | 0.299848 | 1.86801 | 0.523298 |
021 | 198.276 | 0.998529 | 127.2 | 0.162252 | 1.134 | 0.299678 | 237.626 | 0.998549 | 147.7 | 0.32251 | 2.32356 | 0.61479 | 107.632 | 0.999233 | 60.8 | 0.419374 | 2.48264 | 0.744613 |
022 | 373.107 | 0.997535 | 211.1 | 0.400956 | 3.09591 | 0.787719 | 281.474 | 0.998185 | 143.1 | 0.355952 | 2.54866 | 0.668624 | 121.692 | 0.999142 | 64.6 | 0.25249 | 1.51731 | 0.452847 |
023 | 242.856 | 0.998137 | 145.9 | 0.195825 | 1.40746 | 0.387288 | 253.578 | 0.998359 | 153.8 | 0.294375 | 2.13846 | 0.59175 | 524.096 | 0.996277 | 257.2 | 0.531387 | 4.2544 | 0.873609 |
024 | 194.829 | 0.998489 | 123.5 | 0.202812 | 1.40898 | 0.463457 | 226.685 | 0.998458 | 137.9 | 0.414342 | 2.94376 | 0.747215 | 162.056 | 0.99889 | 105.8 | 0.138661 | 0.932367 | 0.218141 |
025 | 228.774 | 0.998424 | 157.8 | 0.381325 | 2.78406 | 0.712446 | 316.573 | 0.997734 | 187.1 | 0.35747 | 2.69716 | 0.728621 | 157.534 | 0.999094 | 76.6 | 0.459812 | 2.8768 | 0.781035 |
026 | 165.272 | 0.998938 | 108.6 | 0.256367 | 1.73316 | 0.499269 | 200.122 | 0.998572 | 119.8 | 0.269879 | 1.86281 | 0.449013 | 62.196 | 0.999548 | 45.3 | 0.047218 | 0.259645 | 0.051564 |
027 | 118.54 | 0.999171 | 73.7 | 0.150522 | 0.933483 | 0.232503 | 165.642 | 0.998935 | 115.2 | 0.224942 | 1.54008 | 0.352465 | 316.768 | 0.997776 | 171.4 | 0.550031 | 4.08039 | 0.905171 |
028 | 216.523 | 0.998398 | 133.9 | 0.089286 | 0.630779 | 0.129084 | 241.525 | 0.998131 | 156.7 | 0.35582 | 2.59425 | 0.723594 | 176.083 | 0.998725 | 101.4 | 0.270131 | 1.80004 | 0.452913 |
029 | 274.14 | 0.998097 | 171.2 | 0.226096 | 1.67727 | 0.435829 | 300.379 | 0.997947 | 184.8 | 0.326165 | 2.45546 | 0.660694 | 313.133 | 0.997844 | 172.6 | 0.458045 | 3.40363 | 0.799484 |
030 | 210.264 | 0.998441 | 152.1 | 0.089529 | 0.64893 | 0.128594 | 336.477 | 0.997683 | 197.7 | 0.353038 | 2.69256 | 0.689019 | 121.149 | 0.999105 | 81.2 | 0.424873 | 2.69476 | 0.734457 |
Average | 236.520 | 0.998321 | 145.6 | 0.252097 | 1.82321 | 0.488000 | 242.461 | 0.998353 | 151.0 | 0.304205 | 2.21037 | 0.561616 | 192.032 | 0.998654 | 104.1 | 0.355422 | 2.36686 | 0.635023 |
a box-plot of the alpha diversity index. In each panel, the abscissa is the group, and the ordinate is the value of the corresponding alpha diversity index b sample rare faction curves c rank abundance curve. The abscissa is the sequence number of OTUs arranged according to the Abundance size. The ordinate is the abundance value of each OTU in this grouping by Log2 log transformation (Ch: Chinese hare; Sd: Sika deer; Rm: Reeve’s muntjac).
We assessed the beta diversity using the Bray–Curtis distance. When the distance between the samples was smaller, the species-composition structure was more similar, and the PCoA diagram and NMDS analysis revealed the similarity of the composition of the diet between sika deer and Reeve’s muntjac (Fig.
a PCoA analysis chart, in which each point represents a sample b NMDS analysis chart. Diagram analysis with 95% confidence ellipse c hierarchical clustering diagram. Analysis of the hierarchical clustering tree diagram and the stacked bar diagram of the top 10 genera in abundance (Ch: Chinese hare; Sd: Sika deer; Rm: Reeve’s muntjac).
The intergroup difference analysis shows the difference between the intragroup and intergroup sample distances. Compared with Reeve’s muntjac, the intragroup distance of Reeve’s muntjac was smaller than the intergroup distance of sika deer and Chinese hare (Fig.
Intergroup difference analysis a shows the boxplots of the distances between samples in the sika deer group and the distances between samples in this group and samples in other groups b shows the boxplots of the distances between samples in Reeve’s muntjac group and the distances between samples in this group and samples in other groups.
By analyzing the niches of the three sympatric herbivorous animals, we found that the highest niche breadth was Chinese hare (~7.78), followed by sika deer (~4.53) and Reeve’s muntjac (~3.44). The niche overlap index between sika deer and Reeve’s muntjac was 0.83, sika deer and Chinese hare was 0.62, and Reeve’s muntjac and Chinese hare was 0.69. The overlap index ranges from 0 to 1, where 0 indicates that the food ranges do not overlap at all, and 1 indicates that the food ranges overlap entirely. Our results suggested that Reeve’s muntjac and sika deer have the highest diet overlap (Table
The dietary niche overlap and Observed niche overlap index among the three sympatric species.
Dietary niche breadth | Interspecific comparation | Observed niche overlap index | |
---|---|---|---|
Sika deer | 4.53 | Sika deer vs Reeve’s muntjac | 0.83 |
Reeve’s muntjac | 3.44 | Sika deer vs Chinese hare | 0.62 |
Chinese hare | 7.78 | Reeve’s muntjac vs Chinese hare | 0.69 |
– | – | Sika deer vs Reeve’s muntjac vs Chinese hare | 0.68 |
Quantitative analysis is of great significance for the families, genera, and species of the herbivores’ diet.
In seasons when plant resources are scarce, sika deer will choose to eat non-favorable plants or the available food resources at the moment. Studies on Japanese sika deer showed that they mainly choose their favorite deciduous species from summer to autumn, such as Cornus controversa, and Quercus sp., but from early winter to spring, non-favored herbaceous and tree species, such as Juncus decipiens and Cryptomeria japonica, will be foraged (
In our study, we identified most of the forage species; however, someof the forage species that we identified were not previously known from Jiangxi Province. It may be difficult to identify all forage plants using a single gene fragment, and continuous succession of plant communities caused by invasive species adds a level complication to this. Therefore, it is necessary to add auxiliary barcodes as well as strengthen the overall investigation of potential food resources in the reserve. The construction of a database of plant species barcodes for the Taohongling Sika Deer Reserve would provide a reference and source of sequence alignments. Such as database would allow for a more accurate determination of the diets of herbivores and allow for better comparisons of the diets of sympatric herbivores.
Competition theory indicates that the greater the overlap of resources between species, the greater the competition coefficient because of the widespread use of niche overlap to estimate competition for resources (
Competition among sympatric species is mostly expressed as a compensatory mechanism in ecological niches when species are similar in one dimension, they differ on another. Food resources, habitat, and temporal partitioning are the most common dimension partitioned (
In our study, we found the niche breadth of the sika deer was higher than the Reeve’s muntjac. Optimal forage theory suggests that preference and palatability will be selected for the animals in abundant food periods. While in a period of scarce food resources, feeding generalization will occur by selecting different forage plants (
The South China sika deer is the most endangered among the three remaining subspecies of sika deer in China. In our study, sika deer and Reeve’s muntjac showed a higher overlapping index of niche. Reeve’s muntjac may affect the survival of the sika deer due to the shortage of food resources in winter. We speculated that potential competition probably occurs in two cervid species. In addition, the growth of the secondary vegetation has accelerated in the reserve, and the decline of suitable habitats is a serious threat to the growth of the sika deer population. It is urgent to strengthen habitat management, improve habitat quality, and study forage plants. It is also necessary to provide food for sika deer and other wildlife through artificial planting during food shortages and dry seasons. Further studies need to establish local DNA databases to identify the forage plants and introduce the auxiliary barcoding to solve accurate species-level diet composition. Overall, our study determined the diet composition and interspecific niches of South China sika deer and its sympatric Reeve’s muntjac and Chinese hare. These result should be helpful to facilitate habitat improvements and artificial planting, monitor forage resources, and conserve biodiversity, and manage the reserve.
This research was supported by the Science and Technology Program of the Jiangxi Provincial Department of Education (GJJ180225) and the National Natural Science Foundation of China (31960118). We are grateful to Xiaohong Liu, Yongjiang Chen, and Yulu Chen of Taohongling Sika Deer National Nature Reserve for their help in sample collection, and Dr Hao Zang for the help with the R analysis.
Dietary of Sika deer, Reeves՚ muntjac and Chinese hare
Data type: data (excel document)