| Literature DB >> 28469024 |
Antje Ahrends1,2, Peter M Hollingsworth2, Philip Beckschäfer3, Huafang Chen4,5, Robert J Zomer4,5, Lubiao Zhang6, Mingcheng Wang4,5, Jianchu Xu7,5.
Abstract
China is investing immense resources for planting trees, totalling more than US$ 100 billion in the past decade alone. Every year, China reports more afforestation than the rest of the world combined. Here, we show that China's forest cover gains are highly definition-dependent. If the definition of 'forest' follows FAO criteria (including immature and temporarily unstocked areas), China has gained 434 000 km2 between 2000 and 2010. However, remotely detectable gains of vegetation that non-specialists would view as forest (tree cover higher than 5 m and minimum 50% crown cover) are an order of magnitude less (33 000 km2). Using high-resolution maps and environmental modelling, we estimate that approximately 50% of the world's forest with minimum 50% crown cover has been lost in the past approximately 10 000 years. China historically lost 1.9-2.7 million km2 (59-67%), and substantial losses continue. At the same time, most of China's afforestation investment targets environments that our model classes as unsuitable for trees. Here, gains detectable via satellite imagery are limited. Conversely, the regions where modest gains are detected are environmentally suitable but have received little afforestation investment due to conflicting land-use demands for agriculture and urbanization. This highlights the need for refined forest monitoring, and greater consideration of environmental suitability in afforestation programmes.Entities:
Keywords: China; afforestation; biodiversity; deforestation; tree cover
Mesh:
Year: 2017 PMID: 28469024 PMCID: PMC5443932 DOI: 10.1098/rspb.2016.2559
Source DB: PubMed Journal: Proc Biol Sci ISSN: 0962-8452 Impact factor: 5.349
Figure 1.Different types of vegetation, which can all be classified as forest. (a,b) Land-use-based definitions also include unstocked land, which is designated for forest use. Here: clearing for rubber plantations. (c) Special purpose shrub planting in marginal areas. (d) Trees with crown cover of more than 10% and less than 20%. (e) Trees with crown cover of more than 20% and less than 50%. (f) Trees with crown cover of more than 50%.
Figure 2.Potential historical loss of tree cover with minimum 50% canopy cover. Predicted global distribution of macro-environments that are suitable for tree cover with minimum 50% canopy cover (yellow to red) and actual tree cover with minimum 50% canopy cover in 2000 (green).
Figure 3.Tree cover changes globally (a) and in China (b). The analysis is restricted to tree cover with minimum 50% crown cover. The percentages show total remaining tree cover in 2012 (mean modelled remaining tree cover + recent gains), and the error bars indicate the range of predictions of the tree cover suitability models (see electronic supplementary material, Methods S4). For detailed figures of recent tree cover losses, see the electronic supplementary material, figures S4 and S9, and for associated maps see electronic supplementary material, figure S10.
Figure 4.Tree cover (with a minimum of 50% crown cover) losses and population pressure. (a) Predicted historical tree cover distribution in China (approx. 8000 BCE; based on climatic suitability). (b) Tree cover in 2000 and recent losses and gains. (c) Global tree cover in 2000 shaded by population density.
Figure 5.Province-level analysis of investment, reported afforestation and observed tree cover gains (2000–2012) in climatic space. The two-dimensional representation of China's climate space was generated using a PCA. Red colours indicate high investment, respectively afforestation and gains in that particular part of the climate space. Panels (a) and (b) are province-level averages and therewith indicative only (see §2).
Figure 6.Proportionate net tree cover loss by country against poverty. The size of the plotting symbols is proportionate to the absolute increase in GDP between 2000 and 2012. The trend line is based on natural cubic splines (F = 42; d.f. = 97; R = 0.5; p ≤ 0.001) and the grey shading shows the 95% confidence intervals. The analysis is restricted to countries with a minimum of 10 000 km2 tree cover in 2000. Exemplar countries are listed. Proportionate net tree cover loss = loss/loss + gain.