Content for New Div Tag Goes Here
DIFFERENT CONTRIBUTION OF SPECIES AND FUNCTIONAL TRAIT
DIVERSITY TO ABOVEGROUND BIOMASS DYNAMICS IN A FOREST LONG-TERM ECOLOGICAL
RESEARCH SITE, SOUTH KOREA
J. H. Chun1,
J. H. Lim2 and C. B. Lee3*
1Research Planning and Coordination Division, National Institute of
Forest Science, 57 Hoegiro, Dongdaemungu, Seoul 02455, Republic of Korea; 2Forest Ecology and Climate Change
Division, National Institute of Forest Science, 57
Hoegiro, Dongdaemungu, Seoul 02455, Republic of Korea; 3Department of Forestry, Environment
and Systems (Creative Convergence Forest Science
Specialist Training Center), Kookmin University, 77
Jeongneungro, Seongbukgu, Seoul 02707, Republic of Korea
*Corresponding author, e-mail: kecolee@kookmin.ac.kr
ABSTRACT
Understanding the key drivers
controlling biomass production in forest ecosystems is an important process from
both theoretical and practical perspectives. Here, we examined the relationships
of aboveground biomass (AGB) production variables with species diversity,
community weighted mean (CWM) values and variety of functional traits during
temperate forest succession in a forest long-term ecological research site,
South Korea. Our results revealed that species diversity and CWM trait values
are crucial drivers for AGB production in a Korean temperate forest. The
relative importance of the explanatory variables was different among AGB
production variables. Mass ratio mechanism by CWM values of dominant traits was
a main driver for initial and last AGBs and the increment of AGB by survivors
and recruits, whereas AGB loss by mortality of stems was govern by species
diversity. The mechanism governing AGB loss associated with species diversity
may relate to size-dependent demographic processes of individual woody stems,
especially, the withering of canopy trees. Therefore, our results suggest that
mass ratio and size-dependent mechanisms of woody plants may be important
drivers shaping the AGB dynamics in our study system.
Keywords: Aboveground
biomass, Community weighted mean, Long-term ecological research site, Mass
ratio mechanism, Size-dependent demographic process, Species diversity.
https://doi.org/10.36899/JAPS.2020.3.0086 Published
online March 25, 2020.
INTRODUCTION During the past
few decades, many ecologists and field biologists have implemented ample
experimental researches to examine the degree of influence of biodiversity on
carbon flux and cycling that affect ecosystem functions and properties (Tilman
and Downing, 1994). Vegetation biomass production is a key component of
ecosystem functions and processes because the biomass is a
main driver for local, regional and
global biogeochemical cycles of carbon, water and nutrients (Lohbek et al., 2015). To date, most of studies on
biodiversity and ecosystem functions and processes have used species diversity
such as species richness as a single simple measurement of biodiversity
(Cardinale et al., 2011). Indeed,
the studies have documented the significant relationship between species
diversity and biomass productions and changes as proxies of ecosystem functions
and processes (Caldeira et al.,
2005; Con et al., 2013; Yuan et al., 2016; Li et al., 2018). In a plant community, an
increase of species diversity can contribute to biomass through niche overlap
and complementarity of functionally similar species (Prado-Junior et al., 2016). However, the concept of
biodiversity includes functional traits and evolutionary history as well as
taxonomic diversity (Chun and Lee, 2018). Moreover, species richness alone may
be a poor predictor of the functions and processes in natural forest ecosystems
(Hooper et al., 2005; Zhang et al., 2012). In recent, a number of studies
have suggested better possibilities of other dimensions of biodiversity such as
functional trait diversity (FTD) to assess ecosystem functions and processes (Díaz
and Cabido, 2001; Cadotte et al.,
2011). FTD is defined as the value, variation, distribution and relative
abundance of traits of various organisms in ecosystems (Díaz et al., 2011). In recent, this FTD-based
approach became a promising methodology to understand various ecosystem
functions and processes such as carbon and nitrogen cycling and community
assembly processes in plant communities (Conti and Díaz, 2013; Bhaskar et al., 2014), because FTD enables the
quantification of plant life form and characteristics using the same standard
and methodology (Poorter et al.,
2017).
Understanding
and analyzing the relationship between plant FTD and aboveground biomass (AGB)
is important for the management of carbon storage in AGB and the mitigation of
increasing atmospheric carbon dioxide concentration (Díaz et al., 2011; Zuo et al., 2016). Compared to the
relationship of species diversity with AGB, our understanding related to the
influence of FTD and the components on AGB in forest ecosystems still remains
poor (Ali et al., 2017). In
general, it is recognized that FTD has two independent components such as
community weighted mean (CWM) values and variety of functional trait (VFT). CWM
represents the degree dominated by a single strategy in a community and refers
to the mass ratio hypothesis (Grim, 1998; Bhaskar et al., 2014). And under this hypothesis, plant communities
dominated by species with a single strategy of resource use have high biomass.
Unlike CWM, VFT indicates the variation and/or range of trait values within
single or multiple functional spaces in a community and relates to niche complementarity
theory (Tilman, 1997; Petchey and Gaston, 2006). Under niche complementarity theory,
a variety of species or functional traits can drive niche partitioning with the
use of different resources by coexisting species, thus plant communities
involving diverse species with a high species diversity or VFT have higher
biomass (Ali et al., 2017).
Although these two components of FTD and species diversity explain different
mechanisms, both hypotheses are not mutually exclusive and can be jointly
control biomass dynamics as key components of ecosystem functions and processes
(Prado-Junior et al., 2016).
Moreover,
previous studies on these subjects in forests showed different relationships
between biodiversity (especially, species diversity) indices and aboveground
biomass at different spatial scales (Zhang et
al., 2012). Chisholm et al.
(2013) found that relationships between species diversity and aboveground
biomass at small spatial scales may be attributable to local variation in woody
species density and niche complementarity, while the effects at large spatial
scales may be associated with environmental variables. However, these
researches on the effect of spatial scale are limited to species diversity but
not functional diversity (Ali et al.,
2017).
In
these contexts, we explored the production and change of AGB for 1 ha permanent
plot at a long-term ecological research (LTER) site in South Korea. For
standing individuals of woody plants, we calculated nine diversity indices
(i.e., two species diversity indices and seven FTD indices) and four variables
relevant to AGB dynamics at two different spatial scales. We examined 1) how
species diversity and FTD are associated with AGB dynamics in a natural forest
ecosystem, 3) whether the effects of these two main diversity indices (i.e.,
species diversity vs. FTD) on AGB dynamics are independent or not, and finally
3) whether the mass ratio (measured by CWM) or niche complementarity (measured
by VFT) mechanisms drive variations in AGB dynamics for 20 years forest monitoring
and which mechanism has dominant effect in this study area.
MATERIALS
AND METHODS
Study
area: The present
study was implemented in a 1-ha (100 m × 100 m) permanent plot of a LTER site
located in Mt. Gyebang that is a representative cool temperate forest, South
Korea (Fig. 1). Mt. Gyebang belongs to a temperate deciduous and coniferous
mixed forest biome and a mountain ecoregion and the bedrock consists of granite
gneiss (Chun et al., 2014). The
mean annual temperature and precipitation of the LTER site are approximately
9.2oC
and 1268 mm (Chun et al., 2014). The dominant woody plant
species in the site are Acer
pseudosieboldianum (Pax) Kom., Betula
schmidtii Regel, Magnolia
sieboldii K. Koch, Pinus
densiflora Siebold & Zucc., Quercus
mongolica Fisch. ex Ledeb. and Tilia
amurensis Rupr..The permanent plot in the site was established and
managed by the National Institute of Forest Science since starting survey from
1997. The plot has regularly investigated the changes of biodiversity, nutrient
cycling, vegetation structure and dynamics by various research groups in South
Korea (Chun et al., 2014). The
permanent plot was divided and marked into 100 quadrats (10 m × 10 m) in the
field and surveyed over 20 years. Field survey of woody plants were implemented
every five years and all standing stems of woody species ≥ 2cm diameter
at breast height (DBH) were identified, tagged and measured for DBH and height
with a standard LTER survey protocol from National Institute of Forest Science
(Lim et al., 2003; Chun et al., 2014; Chun and Lee, 2019). In this
study, we divided the data of 1-ha plot in the LTER site into non-overlapping
100 10 m × 10 m quadrat data and 25 20 m × 20 m quadrat data. Therefore, we
implemented all analyses with these two spatial scale data in this study.
Plant
functional traits and calculation of species and functional trait diversity: To
test the relationship between species diversity and AGB production variables,
we used two indices of species diversity such as species richness and Shannon
H. Species richness was defined as the number of species in each quadrat.
Shannon H was calculated in each quadrat as follows;

where n and pi are the number of species and the relative
abundance of the ith species in
each quadrat, respectively.
To
test the relationship between FTD and AGB production variables, we used three
functional traits associated with ecosystem functioning and process such as maximum
height (MH; m), leaf size (LS; cm) defined as the sum of leaf length and
width and wood density (WD; g/cm3). MH is a major factor
affecting plant access to light and the important axis of life history and
longevity (Chun and Lee, 2018). LS is important in terms of water balance and
leaf energy (Chun and Lee, 2019). Lastly, WD is the key factor related to a trade-off
between tree growth rate and defenses against physical damage by biotic and
abiotic factors (Chun and Lee, 2019). The plant traits in this study were
obtained from open accessible databases and published literature (Appendix 1).
We used mean trait values for each woody plant species to quantify functional
trait diversity, thus, the evaluation of trait variation within a species was
impossible in this study. Moreover, to explore the degree of associations
between FTD and AGB production variables, two different types of FTD were
calculated, namely the dominant trait values (Garnier et al., 2004) and the variety of trait
values (Mason et al., 2003)
expressed by community weighted mean (CWM) and functional divergence (FD),
respectively. CWM and FD values of a single trait were calculated in each quadrat.
CWM represents the mean trait value for unit AGB in a quadrat, whereas FD
indicates dispersion of each trait apart from mean value (Conti and Díaz,
2013). The CWM and FD were quantified for each trait x in each quadrat as follows;


where, pi and ti represent the relative
abundance and the trait value of ith
species in a quadrat, respectively. And lnt = . The value of
FD ranges between 0 and 1. We also measured the variety of multiple functional
traits using multifunctional divergence index, FDMT, which
calculates the distance among species weighted by their abundance from the
center of a multi-functional trait space (Conti and Díaz, 2013). We used functcomp, dbFD and vegan FD package in R version 3.4.4 to quantify the values of CWM and FD (Finegan et al., 2015; Zuo et al., 2016). Descriptive statistics of
all the species and functional diversity
indices at two spatial scales are provided in Fig. 2.
Quantification of aboveground biomass productions: AGB
for each individual ≥ 2 cm DBH in the plot was estimated using allometric
equations with stem DBH as the predictive variable (Table 1). The data from the
first and last monitoring were used to quantify AGB production variables. With
the AGB at individual level, the four variables of AGB production were
calculated at two spatial quadrat levels such as 10 × 10 m2 and 20 ×
20 m2: 1) total annual increment of AGB by survivors and recruits (∆AGBtinc;
Mg ha–1 year–1), that is, ∆AGBtinc is
the sum of annual growth in ABG of individuals that were survived between the
first and last monitoring and annual increment of AGB by recruitment into
minimum DBH (≥ 2 cm) between the two monitoring, 2) annual loss of AGB
due to dead individuals between the first and last monitoring (∆AGBloss;
Mg ha–1 year–1), 3) initial AGB at the first monitoring
(AGBinit; Mg ha–1) and 4) last AGB at the last monitoring
(AGBlast; Mg ha–1). Summary statistics of AGB production
variables at two spatial scales are shown in Fig. 2.
Statistical analysis: Simple
ordinary least squares (OLS) regression model was conducted to test the
bivariate relationship of four AGB production variables with two species
diversity (i.e., species richness and Shannon H) and seven functional trait
diversity (i.e., three CWMs and four FDs) indices. We also performed multiple
OLS regression models with all possible combinations of species (i.e.,
multi-model inference) and functional trait diversity indices on each AGB
production variable. Only significant indices for each AGB production variables
were used in multiple OLS regression models to select the best models. We
selected the best models that had the lowest corrected Akaike information
criterion (AICc) value (Prado-Junior et al., 2016). If the differences in AIC between selected
models were less than 2 (i.e, ∆AICc< 2), the models were
regarded to have equivalent support (Prado-Junior et al., 2016). And in the case of nearly equivalent support
for selected models, we selected the most parsimonious model with the lowest
number of explanatory variables. We assessed the relative importance of each
diversity indices by comparing the standardized regression coefficients of
diversity indices for each AGB production variable in the best model. All
statistical analyses were performed with SAM version 4.0 and PAST version 2.17.
RESULTS
From
bivariate analysis at a spatial scale of 10 × 10 m2 (Table 2), ∆AGBtinc was positively related to CWMMH and CWMWD, whereas
at a spatial scale of 20 × 20 m2, it was negatively correlated with
CWMLS but has positive correlation with CWMWD. ∆AGBloss was negatively correlated only with Shannon H at 10 × 10 m2 spatial
scale whereas it was negatively correlated with species richness, Shannon H and
FDMH. At both spatial scales, AGBinit and AGBlast had
positive relationships with CWMMH and CWMWD and AGBinit had negative correlation with FDMH. And two indices of species
diversity were negatively correlated with AGBinit at both spatial
scales and CWMLS was negatively correlated only with AGBlast at 20 × 20 m2 spatial scale. The results from multi-model inference
were similar to those of simple OLS. That is, mainly CWM-related FTD indices
were more important variables to predict ∆AGBtinc, AGBinit and AGBlast and species diversity indices were crucial predictors
for ∆AGBloss. Furthermore, the standardized regression
coefficient of each significant diversity index also reinforced the results of
simple and multiple regression models (Fig. 3). Species diversity indices for ∆AGBloss were the most important predictors whereas the effect of CWM indices for the
other three AGB production variables (i.e., ∆AGBtinc, AGBinit and AGBlast) were higher than those of species diversity and FD
indices.
Table 1. Allometric equations for the estimation of
aboveground biomass (AGB) for woody plant species used in this study. DBH
indicates diameter at breast height.
Species |
Equation |
Reference |
Abies holophylla |
AGB = 0.0647×DBH2.608 |
Kwak et al. (2004) |
Acer manschuricum |
AGB = 0.0335×DBH1.606+0.0026×DBH3.323+0.1222×DBH2.310 |
He et al. (2018) |
Acer pictum |
AGB = 0.017×DBH1.948+0.008×DBH2.934+0.075×DBH2.408 |
Wang (2006) |
Carpinus laxiflora |
AGB = 0.255×DBH2.001+0.005×DBH3.167+0.000007×DBH4.413 |
Son et al. (2014) |
Juglans mandshurica |
AGB = 0.0156×DBH1.974+0.0041×DBH3.063+0.0861×DBH2.381 |
He et al. (2018) |
Pinus densiflora |
AGB = 0.235×DBH2.071+0.004×DBH2.748+0.054×DBH1.561 |
Son et al. (2014) |
Pinus koraiensis |
AGB = 0.064×DBH2.377+0.621×DBH1.395+0.025×DBH2.237 |
Son et al. (2014) |
Populus tremula var. davidiana |
AGB = 0.00166×DBH2.5495+0.001140×DBH3.2079+0.10732×DBH2.3450 |
Dong et al. (2015) |
Quercus mongolica |
AGB = 0.595×DBH1.766+0.007×DBH2.970+0.005×DBH2.362 |
Son et al. (2014) |
Tilia amurensis |
AGB = 0.0027×DBH2.368+0.0021×DBH3.131+0.0965×DBH2.323 |
He et al. (2018) |
Ulmus davidiana var. japonica |
AGB = 0.0044×DBH2.438+0.0068×DBH3.001+0.1308×DBH2.271 |
He et al. (2018) |
Other broadleaved species |
AGB = 0.1673×DBH2.393 |
Lim et al. (2003) |
Other coniferous species |
AGB = 0.086×DBH2.393 |
Lim et al. (2003) |
Table 2. Relationships between aboveground biomass (AGB) and
diversity indices using simple ordinary least squares regression models in the
study site of Mt. Gyebang, South Korea.
Spatial scale |
Variable |
∆AGBtinc |
∆AGBloss |
AGBinit |
AGBlast |
t |
R2 |
t |
R2 |
T |
R2 |
t |
R2 |
10 m × 10 m |
Species diversity |
|
|
|
|
|
|
|
|
|
Species richness |
–0.041 |
<0.001 |
–1.940 |
0.037 |
–2.305 |
0.051* |
–0.735 |
0.005 |
|
Shannon H |
–0.061 |
<0.001 |
–2.183 |
0.046* |
–2.366 |
0.054* |
–0.686 |
0.005 |
|
Community weighted trait mean (CWM) |
|
CWMMH |
3.325 |
0.101*** |
1.556 |
0.024 |
6.206 |
0.282*** |
5.780 |
0.254*** |
|
CWMLS |
–0.777 |
0.006 |
0.782 |
0.006 |
–0.709 |
0.005 |
–1.402 |
0.020 |
|
CWMWD |
2.755 |
0.072** |
0.896 |
0.008 |
4.878 |
0.195*** |
4.516 |
0.172*** |
|
Functional divergence (FD) |
|
FDMH |
–0.501 |
0.003 |
–1.507 |
0.023 |
–2.950 |
0.082** |
–1.572 |
0.025 |
|
FDLS |
–0.042 |
<0.001 |
–0.412 |
0.002 |
–1.865 |
0.034 |
–0.738 |
0.006 |
|
FDWD |
–1.379 |
0.019 |
1.485 |
0.022 |
1.721 |
0.029 |
0.801 |
0.007 |
|
FDMT |
1.232 |
0.015 |
1.617 |
0.026 |
2.191 |
0.047* |
0.675 |
0.005 |
20 m × 20 m |
Species diversity |
|
|
|
|
|
|
|
|
|
Species richness |
–0.838 |
0.030 |
–2.550 |
0.22* |
–3.145 |
0.301** |
–1.334 |
0.072 |
|
Shannon H |
–1.586 |
0.099 |
–2.093 |
0.16* |
–3.230 |
0.312** |
–1.875 |
0.133 |
|
Community
weighted trait mean (CWM) |
|
CWMMH |
1.995 |
0.147 |
1.924 |
0.139 |
6.231 |
0.628*** |
3.658 |
0.368*** |
|
CWMLS |
–2.277 |
0.184* |
0.075 |
<0.001 |
–1.945 |
0.141 |
–2.479 |
0.211* |
|
CWMWD |
2.080 |
0.158* |
0.914 |
0.035 |
4.209 |
0.435*** |
3.372 |
0.331** |
|
Functional divergence
(FD) |
|
FDMH |
–1.288 |
0.067 |
–2.096 |
0.16* |
–4.312 |
0.447*** |
–2.177 |
0.171* |
|
FDLS |
0.060 |
<0.001 |
–0.475 |
0.01 |
–0.346 |
0.005 |
0.097 |
<0.001 |
|
FDWD |
–1.155 |
0.055 |
1.838 |
0.128 |
0.476 |
0.010 |
–1.102 |
0.050 |
|
FDMT |
–0.423 |
0.008 |
0.011 |
<0.001 |
–0.527 |
0.012 |
–0.562 |
0.014 |
Note: The abbreviations for all
predictors and response variables are defined in Figure2.* P< 0.05; ** P< 0.01; *** P< 0.001.
Table
3. Best models and the regression coefficients of selected predictors obtained
from a series of multiple regression analyses for four biomass components and 9
predictors using multi-model inference.
Variable |
∆AGBtinc |
∆AGBloss |
AGBinit |
AGBlast |
10 × 10 m2 |
20 × 20 m2 |
10 × 10 m2 |
20 × 20 m2 |
10 × 10 m2 |
20 × 20 m2 |
10 × 10 m2 |
20 × 20 m2 |
Constant |
–3.281 |
5.899 |
5.382 |
5.192 |
–2.961 |
–1.635 |
–3.461 |
6.245 |
Species diversity |
Species
richness |
|
|
|
–0.3 |
|
|
|
|
Shannon H |
|
|
–2.353 |
|
–0.824 |
–3.264 |
|
|
Community
weighted mean (CWM) |
CWMMH |
0.179 |
|
|
|
0.159 |
0.656 |
0.129 |
|
CWMLS |
|
–0.494 |
|
|
|
|
|
–1.208 |
CWMWD |
6.53 |
11.349 |
|
|
3.609 |
|
5.123 |
39.657 |
Functional divergence
(FD) |
FDMH |
|
|
|
|
1.008 |
|
|
|
FDLS |
|
|
|
|
|
|
|
|
FDWD |
|
|
|
|
|
|
|
|
FDMT |
|
|
|
|
|
|
|
|
Model |
R2 |
0.121** |
0.309* |
0.046* |
0.22* |
0.386*** |
0.730*** |
0.254*** |
0.496*** |
AICc |
454.162 |
83.945 |
506.158 |
94.25 |
237.258 |
91.695 |
304.161 |
118.442 |
Note: The coefficient of determination
(R2) and Akaike Information Criterion (AICc) of the best
models are given. The abbreviations
for all predictors and response variables are defined in Figure2.* P< 0.05; ** P< 0.01; *** P< 0.001.

Figure 1. Location of the study area, 1
ha long term ecological research (LTER) site, in Mt. Gyebang, South Korea.

Figure 2. Descriptive statistics of all predictors and response
variables at two spatial scales in a LTER site of Mt. Gyebang, South Korea. Note:
AGB, aboveground biomass; ∆AGBtinc,
total annual AGB increment; ∆AGBloss,
annual AGB loss due to mortality; AGBinit, initial AGB at the first
census; AGBlast, AGB at the last census; CWM, community weighted
mean; FD, functional divergence; MH, maximum height; LS, leaf size; WD, wood
density; MT, multiple traits.

Figure
3. Comparison among the effects of species diversity (SD), community weighted
mean (CWM) and functional divergence (FD) on the four aboveground biomass (AGB)
in a LTER site of Mt. Gyebang, South Korea.
Note: Standardized coefficients can
directly be compared among the components of SD, CWM and FD; the higher value,
the stronger the relationship observed. The variables selected from the best
models were included (please see Table 3 for more information). The
abbreviations for all predictors and response variables are defined in Figure2.
DISCUSSION
The
present study explored the direct relationships between AGB production
variables and two different components of biodiversity (i.e., species vs.
functional diversity) in a temperate forest ecosystem using 20-years forest succession
data from a LTER site in South Korea. We found that AGB production variables
were related to CWM-related and species diversity-related predictors although
FDMH is significantly correlated with AGBinit in simple
OLS models. Especially, CWM values of functional traits (i.e., maximum height,
leaf size and wood density) had significant relationships with ∆AGBtinc,
AGBinit and AGBlast. And species diversity had negative
correlations with annual AGB loss due to mortality (i.e., ∆AGBloss).
When
considering only two components of FTD except for species diversity components,
our results indicate that relative importance and contribution of two
components of FTD are different and also suggest that mass ratio mechanism
dominate AGB dynamics rather than niche complementarity mechanism in our study
site. Recent studies have also suggested mass ratio hypothesis is superior to
niche complementarity hypothesis in shaping the patterns of AGB stocks and
dynamics in forest ecosystems (Conti and Díaz, 2013; Finegan et al., 2015). Most studies on FTD and AGB
dynamics assume that the relationships between the both variables are similar
in both species and community levels. Thus, they supposed that acquisitive
traits (e.g., high leaf size, low wood density) dominant communities will lead
to fast AGB growth, whereas conservative traits (e.g., high wood density)
dominant communities will have large AGB. Moreover, the maximum adult height of
a woody species reflects the adult status for survival and growth and is positively
correlated with AGB productions through functional dominant strategy (Finegan et al., 2015; Prado-Junior et al., 2016). Actually, we found that CWM
values of wood density are related to the increase of AGB stocks (i.e., AGBinit and AGBlast), either directly because high wood density represents
more AGB per wood stem volume, or indirectly because wood density enhances the
longevity of individual stems (Bennett et al., 2015; Poorter et al., 2017). Other studies also revealed
that wood density has strong positive effect on AGB stocks (Barrufol et al., 2013; Poorter et al., 2017).
In
the present study, higher CWM values of maximum adult height were associated
with higher annual AGB increment by survivors and recruits as well as AGB
stocks. In general, maximum height is recognized as one of the major axes of
plant functional traits for light competition and capture in forest ecosystems
(Kitajima and Poorter, 2010). Our results are consistent with other earlier
studies (Poorter et al., 2008;
Wright et al., 2010; Finegan et al., 2015; Zuo et al., 2016), which revealed that
communities with a high percent AGB of potentially tall plant species tended to
have high AGB productions. Thus, our study supports that the potential
important of the stature of mature woody plants for survival and growth in
closed and tall canopy systems and also for ecosystem functions and processes (Poorter et al., 2006; Wright et al., 2010; Finegan et al., 2015). Moreover, CWM values of
leaf size were negatively correlated with annual AGB increment only at 20 × 20
m2 spatial scale (Tables 2 and 3) despite of CWM values of maximum
height as the best predictor at 10 × 10 m2. Leaf size is a trait
associated with acquisitive resource strategies (Pacala and Rees, 1998). When
resources are abundant (e.g., early succession stage), species with acquisitive
resource-use traits (e.g., low wood density, high leaf size) are dominant
because the species grow and reproduce faster (Pacala and Rees, 1998). However,
as resource become deficient (e.g., late succession stage), species with
conservative resource-use traits (e.g., high wood density and seed mass)
increase and acquisitive species decrease (Chazdon, 2008). Therefore, our study
from these relationships between CWMs and AGB production variables suggests the
study site is mainly dominated by potentially tall conservative species with
high wood density. Furthermore, the results also indicate the main dominant
trait to drive change in AGB production may be different between spatial
scales.
Unlike
other AGB production variables, annual AGB loss due to stem mortality were
negatively correlated with species diversity indices such as species richness
and Shannon H. Previous studies hypothesize that high species diversity affect
AGB productions through various mechanisms such as competitive exclusion,
facilitation and insurance effect (Poorter et
al., 2006; Barrufol et al.,
2013; Poorter et al., 2017). And
they found species diversity enhance the overall AGB stocks and lead to larger
AGB dynamics but also to higher AGB loss due to mortality. However, in our
study, higher species diversity led to lower AGB loss which is inconsistent
with the results of other previous study. These results in our study can be
explained by few large stems or many small stems in quadrats. That is, if a
quadrat occupied by a large tree with high AGB had low species diversity, when
the large tree was withered, the quadrat will undergo high AGB loss. On the
other hand, if there were many seedling or sapling of various species in
quadrats with a large gap formed after withering of a large tree, the quadrats
will show lower AGB loss despite of withering of the same number of stems when
compared with the former case. Indeed, Chun et
al. (2014) reported that the mortality of stems of same number but
different size lead to different AGB loss among quadrats in this LETR site. Therefore,
our study suggests that the importance of species diversity on annual AGB loss
may be different depending on existence of forest gaps and canopy trees at
least in our study system.
In
this study, we also found that AGB production variables generally were related
to more biodiversity indices at small spatial scale (i.e., 10 × 10 m2)
than large spatial scale (i.e., 20 × 20 m2). Chisholm et al. (2013) reported this
scale-dependent results are associated with theoretical models that niche
complementarity and sampling effects are involved at small scales, whereas
environmental variables also control the relationships at larger scales.
Although we did not consider environmental variables in this study, our results
also indicated that niche complementarity and sampling effects contributed more
to AGB production variables (Fig. 3). In our results on scale-dependent
relationships of FTD and species diversity to AGB production variables, we
suggest that models be developed to combine large-scale environmental variables
with small-scale related factors (Chisholm et
al., 2013)
Conclusions:
Understanding the key drivers
controlling biomass stocks and dynamics in forest ecosystems is a meaningful process
from both theoretical and practical perspectives (Conti and D íaz, 2013; Poorter et al., 2017). The present study
indicates that species diversity and community weighted mean trait values are
crucial drivers for aboveground biomass productions in a Korean temperate
forest. However, the relative importance and contribution of the both
explanatory variables were different among aboveground biomass production
variables. That is, mass ratio mechanism by community weighted mean values with
dominant traits was a main driver for initial and last aboveground biomasses
and the increment of aboveground biomass by survivors and recruits, whereas
aboveground biomass loss by mortality of stems was govern by species diversity.
The mechanism controlling the loss of aboveground biomass associated with
species diversity may relate to size-dependent demographic processes of
individual woody stems, especially, the withering of canopy trees. Therefore,
our results suggest that mass ratio and size-dependent mechanisms of woody
plants may be important factors shaping the aboveground biomass productions in
our study site. In this study, we assessed the relationships between species
and functional diversity indices and aboveground biomass production variables
but we didn’t consider the effects of environmental (e.g., soil properties) and
intrinsic (e.g., forest ages, site history) variables. Recently, leading
studies have reported that biomass dynamics can be influenced by a series of
environmental conditions, forest ages, stochastic events and historical factors
(Wu et al., 2015; Poorter et al., 2017). Therefore, it needs to
implement further studies on the importance and role of these variables for
biomass dynamics to better understand ecosystem functions and processes.
Acknowledgements:
We thank Dr. Joon-Hwan Shin and
Dr. Hyun-Je Cho for invaluable help during fieldwork and data analysis. This
study was carried out with the support of ‘R&D Program for Forest Science
Technology (Project No. 2019150C10-1923-0301)’ provided by Korea Forest Service
(Korea Forestry Promotion Institute).
Appendix 1. Functional trait data and abundance of woody
plant species recorded between the first (1997) and last (2017) censuses at the
long-term ecological research site in Mt. Gyebang, South Korea.
Family name |
Scientific name1 |
Functional trait data2 |
Source for functional trait data3 |
Census year |
LF |
MH (m) |
LS (cm) |
WD (g/cm3) |
LF &
MH |
LS |
WD |
1997 |
2017 |
Anacardiaceae |
Toxicodendron trichocarpum |
T |
7 |
11 |
0.62 |
(4) |
(4) |
(9) |
3 |
1 |
Araliaceae |
Aralia elata |
S |
11.7 |
13 |
0.42 |
(4) |
(4) |
(9) |
24 |
- |
Araliaceae |
Kalopanax septemlobus |
T |
25 |
40 |
0.57 |
(4) |
(4) |
(6) |
96 |
71 |
Betulaceae |
Alnus maximowiczii |
T |
10 |
14 |
0.54 |
(4) |
(4) |
(6) |
3 |
- |
Betulaceae |
Betula costata |
T |
30 |
8.9 |
0.63 |
(4) |
(4) |
(6) |
2 |
- |
Betulaceae |
Betula schmidtii |
T |
30 |
9.75 |
0.87 |
(4) |
(4) |
(6) |
138 |
110 |
Betulaceae |
Carpinus laxiflora |
T |
24.3 |
8.75 |
0.68 |
(4) |
(4) |
(6) |
2 |
2 |
Betulaceae |
Corylus heterophylla |
S |
5.7 |
17 |
0.49 |
(4) |
(4) |
(9) |
18 |
1 |
Celastraceae |
Euonymus macropterus |
S |
10 |
13.5 |
0.61 |
(4) |
(4) |
(9) |
- |
3 |
Celastraceae |
Euonymus oxyphyllus |
S |
18.1 |
11 |
0.61 |
(4) |
(4) |
(9) |
15 |
15 |
Celastraceae |
Euonymus verrucosus |
S |
6.5 |
10 |
0.61 |
(5) |
(5) |
(9) |
10 |
8 |
Cornaceae |
Cornus controversa |
T |
20 |
14 |
0.56 |
(4) |
(4) |
(6) |
17 |
12 |
Ericaceae |
Rhododendron
schlippenbachii |
S |
6.9 |
12 |
0.50 |
(4) |
(4) |
(9) |
- |
19 |
Fagaceae |
Quercus mongolica |
T |
30 |
17.5 |
0.78 |
(4) |
(4) |
(6) |
527 |
304 |
Juglandaceae |
Juglans mandshurica |
T |
20 |
27.5 |
0.5 |
(4) |
(4) |
(6) |
3 |
2 |
Lauraceae |
Lindera obtusiloba |
S |
6 |
18.5 |
0.52 |
(4) |
(4) |
(6) |
- |
17 |
Leguminosae |
Maackia amurensis |
T |
20 |
8.75 |
0.55 |
(4) |
(5) |
(6) |
59 |
17 |
Magnoliaceae |
Magnolia sieboldii |
T |
10 |
18 |
0.50 |
(4) |
(4) |
(9) |
277 |
191 |
Malvaceae |
Tilia amurensis |
T |
20 |
11 |
0.35 |
(4) |
(4) |
(6) |
459 |
303 |
Malvaceae |
Tilia mandshurica |
T |
18.4 |
22.5 |
0.35 |
(4) |
(4) |
(7) |
10 |
3 |
Moraceae |
Morus australis |
T |
11.5 |
19.75 |
0.62 |
(4) |
(4) |
(9) |
6 |
6 |
Oleaceae |
Fraxinus chinensis subsp. rhynchophylla |
T |
20.9 |
15.5 |
0.69 |
(4) |
(4) |
(6) |
97 |
38 |
Pinaceae |
Abies holophylla |
T |
40 |
4.2 |
0.38 |
(4) |
(4) |
(6) |
95 |
89 |
Pinaceae |
Pinus densiflora |
T |
35 |
11.15 |
0.44 |
(4) |
(4) |
(6) |
122 |
75 |
Pinaceae |
Pinus koraiensis |
T |
30 |
9.65 |
0.43 |
(4) |
(4) |
(6) |
99 |
103 |
Rosaceae |
Prunus sargentii |
T |
20 |
15.5 |
0.59 |
(4) |
(4) |
(6) |
3 |
2 |
Rutaceae |
Phellodendron amurense |
T |
10 |
11.5 |
0.39 |
(4) |
(4) |
(7) |
1 |
- |
Salicaceae |
Populu stremula var. davidiana |
T |
14.5 |
7.5 |
0.40 |
(4) |
(4) |
(7) |
19 |
5 |
Sapindaceae |
Acer mandshuricum |
T |
10 |
9.5 |
0.72 |
(4) |
(4) |
(6) |
1 |
- |
Sapindaceae |
Acer pictum |
T |
30 |
14.5 |
0.66 |
(4) |
(4) |
(6) |
86 |
57 |
Sapindaceae |
Acer
pseudosieboldianum |
T |
20 |
17 |
0.54 |
(4) |
(4) |
(9) |
735 |
861 |
Staphyleaceae |
Staphylea bumalda |
S |
5 |
9 |
0.56 |
(4) |
(4) |
(6) |
- |
1 |
Styracaceae |
Styrax obassis |
T |
14 |
18.5 |
0.44 |
(4) |
(4) |
(9) |
15 |
16 |
Ulmaceae |
Ulmus davidiana var. japonica |
T |
30 |
10.5 |
0.64 |
(4) |
(5) |
(6) |
16 |
8 |
Ulmaceae |
Ulmus laciniate |
T |
20 |
27.5 |
0.46 |
(4) |
(4) |
(7) |
45 |
23 |
Note: 1Scientific names follow the National Plant Species Database System
(http://www.nature.go.kr).2Abbreviations:
LF, life form; MH, maximum height; LS, leaf size as the sum of leaf length and width;
WD, Wood density; T, tree; S, shrub.3Sources for functional traits
came from several literatures and open access online databases as follows: 1) Kim,
D.H., J.H. Song, K.W. Chang and J.C. Lee (2010). Seeds of woody plant in Korea.
National Institute of Forest Science, Seoul (Republic of Korea); 2) Royal
Botanic Gardens Kew. (2016). Seed Information Database (SID). Version 7.1.
(http://data.kew.org/sid/); 3) Mean value in same genus from SID of Royal
Botanical Gardens Kew; 4) Korea National Arboretum. (2014). Korea Biodiversity
Information System (http://www.nature.go.kr);
5) National Institute of Biological Resources. (2011). Korea Species Database
(http://species.nibr.go.kr); 6) Jung, S.H. and B.S. Park (2008). Wood
characteristics of Korean useful tree species. National Institute of Forest
Science, Seoul (Republic of Korea); 7) World Agroforestry Centre (2007). ICRAF
Wood Density Database (http://db.worldagroforestry.org);
8) Zanne, A.E., G. Lopez-Gonzalez, D.A. Coomes, J. Ilic, S. Jansen, S.L. Lewsi,
R.B. Miller, N.G. Swenson, M.C. Wiemann and J. Chave (2009). Global Wood
Density Database (http://hdl.handle.net/10255/dryad.235);
9) Mean value in same genus from ICRAF Wood Density Database.
REFERECNES
1.
- Ali, A., E.R. Yan, S.X. Chang, J.Y. Cheng and X.Y. Liu (2017). Community-weighted mean of leaf traits and divergence of wood traits predict aboveground biomass in secondary subtropical forests. Sci Total Environ 574: 654–662.
- Barrufol, M., B. Schmid, H. Bruelheide, X. Chi, A. Hector, K. Ma, S. Michalski, Z. Tang and P.A. Niklaus (2013). Biodiversity promotes tree growth during succession in subtropical forest. PLoS ONE 8: e81256.doi: 10.1371/journal.pone.0081246
- Bennett, A.C., N.G. McDowell, C.D. Allen and K.J. Anderson-Teixeira (2015). Large trees suffer most during drought in forest worldwide. Nat Plants 1: 15139. doi: 10.1038/NPLANTS.2015.139
- Bhaskar, R., T.E. Dawson and P. Balvanera (2014). Community assembly and functional diversity along succession post-management. Funct Ecol 28: 1256–1265.
- Cadotte, M.W., K. Carscadden and N. Mirotchnick (2011). Beyond species: functional diversity and the maintenance of ecological processes and services. J Appl Ecol 48: 1079–1087.
- Caldeira, M.C., A. Hector, M. Loreau and J.S. Pereira (2005). Species richness, temporal variability and resistance of biomass production in a Mediterranean grassland. Oikos 110: 115–123.
- Cardinale, B.J., K.L. Matulich, D.U. Hooper, J.E. Byrnes, E. Duffy, L. Gamfeldt, P. Balvanera, M.I. O’Connor, A. Gonzalez (2011). The functional role of producer diversity in ecosystems. Am J Bot 98: 572–592.
- Chazdon, R.L. (2008). Chance and determinism in tropical forest succession. In: Carson, WP; Schnitzer, SA. (eds) Tropical forest community ecology. Blackwell Science; West Wussex (UK). 384–408 p.
- Chisholm, R.A., H.C. Muller-Landau, K.A. Rahman, D.P. Bebber, Y. Bin, S.A. Bohlman, N.A. Bourg, J. Brinks, S. Bunyavejchewin, N. Butt, H. Cao, M. Cao, D. Cárdenas, L.W. Chang, J.M. Chiang, G. Chuyong, R. Condit, H.S. Dattaraja, S. Davies, A. Duque, C. Fletcher, N. Gunatilleke, S. Gunatilleke, Z. Hao, R.D. Harrison, R. Howe, C.F. Hsieh, S.P. Hubbell, A. Itoh, D. Kenfack, S. Kiratiprayoon, A.J. Larson, J. Lian, D. Lin, H. Liu, J.A. Lutz, K. Ma, Y. Malhi, S. McMahon, W. McShea, M. Meegaskumbura, S.M. Razman, M.D. Morecroft, C.J. Nytch, A. Oliveira, G.G. Parker, S. Pulla, R. Punchi-Manage, H. Romero-Saltos, W. Sang, J. Schurman, S.H. Su, R. Sukumar, I.F. Sun, H.S. Suresh, S. Tan, D. Thomas, S. Thomas, J. Thompson, R. Valencia, A. Wolf, S. Yap, W. Ye, Z. Yuan and J.K. Zimmerman (2013). Scale-dependent relationships between tree species richness and ecosystem function in forests. J Ecol 101: 1214-1224.
- Chun, J.H., J.H. Lim, S.H. Kim, C.R. Park, T.S. Kwon, H.M. Yang, J.H. Cho, H.T. Choi, I.K. Lee, C.S. Kim, J. Kim, C.M. Lee, K.I. Chun, H.J. Kim, S.J. Yoon, B.B. Park, J. Kim, J.S. Lee, C.S. Kim, Y.H. Son, R.H. Kim, Y.S. Park, K.H. Kim, C.H. Lee, S.W. Lee, S.K. Kang, J.H. Shin, J.H. Seong and K.H. Lee (2014). Long-term ecological research on forest ecosystem responses to global environmental change. National Institute of Forest Science; Seoul (Republic of Korea).362p.
- Chun, J.H. and C.B. Lee (2018) Partitioning the regional and local drivers of phylogenetic and functional diversity along temperate elevational gradients on an East Asian peninsula. Sci Rep 8: 2583. doi: 10.1038/s41598-018-21266-4
- Chun, J.H. and C.B. Lee (2019). Temporal changes in species, phylogenetic, and functional diversity of temperate tree communities: insight from assembly patterns. Front Plant Sci 10: 294. doi: 10.3389/fpls.2019.00294
- Con, T.V., N.T. Thang, D.T.T. Ha, C.C. Khiem, T.H. Quy, V.T. Lam, T.V. Do and T. Sato (2013). Relationship between aboveground biomass and measures of structure and species diversity in tropical forests of Vietnam. For Ecol Manag 310: 213–218.
- Conti, G. and S. Díaz (2013). Plant functional diversity and carbon storage – an empirical test in semi-arid forest ecosystems. J Ecol 101: 18–28.
- Díaz, S. and M. Cabido (2001).Vive la difference: plant functional diversity matters to ecosystem processes. Trends Ecol Evol 16: 646–655.
- Díaz, S., F. Quétier, D.M. Cáceres, S.F. Trainor, N. Pérez-Harguindeguy, M.S. Bret-Harte, B. Finegan, M. Peña-Claros and L. Poorter (2011). Linking functional diversity and social actor strategies in a framework for interdisciplinary analysis of nature’s benefits to society. Proc Natl Acad Sci USA 108: 895–902.
- Dong, L., L. Zhang and F. Li (2015). Developing additive systems of biomass equations for nine hardwood species in Northeast China. Tree 29: 1149–1163.
- Finegan, B., M. Peña-Claros, A. de Oliveira, N. Ascarrunz, M.S. Bret-Harte, G. Carreño-Rocabado, F. Casanoves, S. Díaz, P.E. Velepucha, F. Fernandez, J.C. Licona, L. Lorenzo, B.S. Negret, M. Vaz and L. Poorter (2015). Does functional trait diversity predict above-ground biomass and productivity of tropical forests? Testing three alternative hypotheses. J Ecol 103: 191–201.
- Garnier, E.,J. Cortez, G. Billés, M.L. Navas, C. Roumet, M. Debussche, G. Laurent, A. Blanchard, D. Aubry, A. Bellmann, C. Neill and J.P. Toussaint (2004). Plant functional markers capture ecosystem properties during secondary succession. Ecology 85: 2630–2637.
- Grime, J.P. (1998). Benefits of plant diversity to ecosystems: immediate, filter and founder effects. J Ecol 86: 902–910.
- He, H., C. Zhang, X. Zhao, F. Fousseni, J. Wang, H. Dai, S. Yang and Q. Zuo (2018). Allometric biomass equations for 12 tree species in coniferous and broadleaved mixed forests, Northeastern China. PLoS ONE 13: e0186226.doi: 10.1371/journal.pone.0186226
- Hooper, D.U.,F.S. Chapin III,J.J. Ewel, A. Hector, P. Inchausti, S. Lavorel, J.H. Lawton, D.M. Lodge, M. Loreau, S. Naeem, B. Schmid, H. Setälä, A.J. Symstad, J. Vandermeer and D.A. Wardle (2005). Effects of biodiversity on ecosystem functioning: a consensus of current knowledge. Ecol Monogr 75: 3–35.
- Kitajima, K. and L. Poorter (2010). Tissue-level leaf toughness, but not lamina thickness, predicts sapling leaf lifespan and shade tolerance of tropical tree species. New Phyt 186: 708–721.
- Kwak, Y.S., Y.K. Hur, J.H. Song, J.K. Hwangbo (2004). Quantification of atmospheric purification capacity by afforestation impact assessment of Kwangyang steel works. RIST Rep 18: 334–340.
- Li, S.J. Su, X. Lang, W. Liu and G. Ou (2018). Positive relationship between species richness and aboveground biomass across forest strata in a primary Pinus kesiya forest. Sci Rep 8: 2227.doi: 10.1038/s41598-018-20165-y
- Lim, J.H., J.H. Shin, G.Z. Jin, J.H. Chun and J.S. Oh (2003). Forest stand structure, site characteristics and carbon budget of Gwangneung Natural Forest in Korea. Korean J Agric Forest Meteoro 5: 101–109.
- Lohbek, M., L. Poorter, M. Martínez-Ramos and F. Bongers (2015). Biomass is the main driver of changes in ecosystem process rates during tropical forest succession. Ecology 96: 1242–1252.
- Mason, N.W.H., K. MacGillivray, J.B. Steel and J.B. Wilson (2003). An index of functional diversity. J Veg Sci 14: 571–578.
- Pacala, S.W. and M. Rees (1998). Models suggesting field experiments to test two hypotheses explaining successional diversity. Am Nat 152: 729–737.
- Petchey, O. and K. Gaston (2006). Functional diversity: back to basics and looking forward. Ecol Lett 9: 741–758.
- Prado-Junior, J.A.,I. Schiavini, V.S. Vale, C.S. Arantes, M.T. van der Sande, M. Lohbeck and L. Poorter (2016). Conservative species drive biomass productivity in tropical dry forests. J Ecol 104: 817–827.
- Poorter, L., L. Bongers and F. Bongers (2006). Architecture of 54 moist forest tree species: traits, trade-offs, and functional groups. Ecology 89: 1908–1920.
- Poorter, L., S.J. Wright, H. Paz, D.D. Ackerly, R. Condit, G. Ibarra-Manríquez, K.E. Harms, J.C. Licona, M. Martínez-Ramos, S.J. Mazer, H.C. Muller-Landau, M. Peña-Claros, C.O. Webb and I.J. Wright (2008). Are functional traits good predictors of demographic rates? evidence from five Neotropical forests. Ecology 89: 1908–1920.
- Poorter, L.,M.T. van der Sande, E.J.M.M. Arets, N. Ascarrunz, B.J. Enquist, B. Finegan, J.C. Licona, M. Martínez-Ramos, E.A. Pérez-García, J. Prado-Junior, J. Rodríguez-Velázques, A.R. Ruschel, B. Salgado-Negret, I. Schiavini, N.G. Swenson, E.A. Tenorio, J. Thompson, M. Toledo, M. Uriarte, P.van der Hout, J.K. Zimmerman and M. Peña-Claros (2017). Biodiversity and climate determine the functioning of Neotropical forests. Global Ecol Biogeogr 26: 1423–1434.
- Son, Y.M., R.H. Kim, K.H. Lee, J.K. Pyo, S.W. Kim, J.S. Hwang, S.J. Lee and H. Park (2014). Carbon emission factors and biomass allometric equations by species in Korea. National Institute of Forest Science; Seoul (Republic of Korea). 97 p.
- Tilman, D. and J.A. Downing (1994). Biodiversity and stability in grasslands. Nature 367: 363–365.
- Tilman, D. (1997). Distinguishing between the effects of species diversity and species composition. Oikos 80: 185.
- Wang, C. (2006). Biomass allometric equations for 10 co-occurring tree species in Chinese temperate forests. For Ecol Manag 222: 9–16.
- Wright, S.J., K. Kitajima, N.J. Kraft, P.B. Reich, I.J. Wright, D.E. Bunker, R. Condit, J.W. Dalling, S.J. Davies, S. Díaz, B.M. Engelbrecht, K.E. Harms, S.P. Hubbell, C.O. Marks, M.C. Ruiz-Jaen, C.M. Salvador and A.E. Zanne (2010). Functional traits and the growth-mortality trade-off in tropical trees. Ecology 91: 3664–3674.
- Wu, X., X. Wang, Z. Tang, Z. Shen, C. Zheng, X. Xia and J. Fang (2015). The relationship between species richness and biomass changes from boreal to subtropical forests in China. Ecography 38: 602–613.
- Yuan, Z., S. Wang, A. Gazol, J. Mellard, F. Lin, J. Ye, Z. Hao, X. Wang and M. Loreau (2016). Multiple metrics of diversity have different effects on temperate forest functioning over succession. Oecologia 182: 1175–1185.
- Zhang, D.Y., B.Y. Zhang, K. Lin, X. Jiang, Y. Tao, S. Hubbell, F. He and O. Ostling (2012). Demographic trade-offs determine species abundance and diversity. J Plant Ecol 5: 82–88.
- Zuo, X., X. Zhou, P. Lv, X. Zhao, J. Zhang, S. Wang and X. Yue (2016). Testing associations of plant functional diversity with carbon and nitrogen storage along a restoration gradient of sandy grassland. Front Plant Sci 7: 189. doi: 10.3389/fpls.2016.00189.
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