Abstract
25
1. Tree cores are widely used across a broad range of disciplines in the environmental 26
sciences, most notably as a tool to measure tree growth, estimate tree age, characterise 27
wood anatomy and reconstruct past climate. However, because extracting tree cores is 28
an invasive procedure, concerns about their use are often raised due to perceived risks 29
for tree health. 30
2. Here we comprehensively test the long-term impacts of tree coring on 16 European 31
tree species using a dataset spanning the entire European continent. Over the course 32
of a decade, we tracked the growth and survival of 3334 trees cored in 2012 33
(including trees cored once and twice) and compared them to that of a cohort of 7413 34
neighbouring trees that were never cored. 35
3. We found no evidence that coring had a detrimental impact on either the growth or 36
survival of trees, irrespective of their size, species, climatic environmental or the 37
number of times they were cored. However, we did observe a small positive stem 38
increment response (2.0% for trees cored once and 6.2% for trees cored twice), which 39
we hypothesise is most likely the result of vertical scarring from the coring wound, 40
with potential consequences for the accuracy of repeated diameter measurements 41
collected at the same height. 42
4. Our study supports the use of tree coring as a low-impact method for characterising 43
the growth, age and function of a wide range of tree species. However, to avoid 44
biasing long-term forest census measurements, tree cores should always be collected 45
well above or below the point of measurement of tree stem diameters. 46
Key words: Dendrochronology; forest census data; tree coring; tree growth; tree mortality; 47
coring impact 48
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[3]
Introduction
49
Tree coring is central to the science of dendrochronology and is used widely in ecology as a 50
tool to reconstruct the age, growth rate and the ecophysiological status of trees. Data 51
extracted from tree cores are used to characterise how tree growth rates vary through time 52
and in response to biotic and abiotic drivers (Jucker et al., 2014; Anderson-Teixeira et al., 53
2022) and quantify forest productivity and carbon storage (Babst et al., 2014; Li, Speer and 54
Thapa, 2024). Tree cores are also useful to understand how trees respond to climate extremes 55
(Anderegg et al., 2015; Sohn, Saha and Bauhus, 2016; Castagneri et al., 2022; Wei et al., 56
2024), measure wood traits related to plant hydraulics and physiology (Fonti et al., 2009; 57
Grossiord et al., 2014) and reconstruct past climate (Esper et al., 2016; Emile-Geay et al., 58
2017; Rodriguez-Caton et al., 2024). Moreover, historical growth reconstruction from tree 59
rings is increasingly being combined with other spatio-temporal datasets, such as sate llite 60
imagery, to track forest responses to climate change at scale (Kannenberg et al., 2019; 61
Levesque et al., 2019; Mathes et al., 2024; Mašek et al., 2024; Morin-Bernard et al., 2024). 62
However, due to its invasive nature, there have long been concerns about the potential 63
adverse effects it could have on tree health (Tsen, Sitzia and Webber, 2016) and because of 64
this, a precautionary approach has meant tree coring is often not permitted in conservation 65
areas and in long-term ecological monitoring sites. 66
Tree cores are extracted using an increment borer, which leaves behind a hole in the trunk 67
that is typically 5–10 mm in diameter (depending on the increment borer used) and extends 68
from the outer bark to the centre of the tree. These bore holes are thought to potentially 69
impact tree health, growth and physiology in several ways. First and foremost, they can serve 70
as a site of infection, particularly for fungal pathogens in warm, wet climates (Florens, 2013, 71
2014; Boura, Péchon and Gigord, 2014). These infections can lead to wood staining and can 72
Result
in wood decay, although from the limited evidence available this appears to be more 73
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[4]
common in broadleaf trees (Tsen, Sitzia and Webber, 2016) and less prevalent in conifers 74
(Wunder et al., 2013). The wound caused by extracting the cores can also lead to a localised 75
growth response by trees. For example, Picea abies was shown to have elevated localised 76
growth near coring sites due to vertical scarring and callous tissue overgrowing the wound 77
(Fabiánová and Šilhán, 2021), and large, localised scarring responses have also been reported 78
in Fagus sylvatica (Portier et al., 2023). The effects of tree coring on tree vitality may be 79
particularly pronounced in smaller trees, for which bore holes represent a proportionally 80
much larger wound and which may have fewer resources to repair damaged tissue (Datta et 81
al., 2025). Collectively, this work suggests that further evidence is needed to determine the 82
impacts of coring on tree health, survival and wood quality (Tsen, Sitzia and Webber, 2016; 83
Holl and Road, 2018). 84
Our current understanding of the long-term effects of coring on tree health is pieced together 85
from a relatively small number of studies that have focused on a limited number of tree 86
species and study sites (Mantgem and Stephenson, 2004; Wunder et al., 2011; Helcoski et al., 87
2018; Portier et al., 2023). In particular, only a handful of studies have explored the effects of 88
coring on tree mortality. These studies leveraged large sample sizes (>500 cored trees) and 89
found no adverse effects over a 7–40 year period (Mantgem and Stephenson, 2004; Wunder 90
et al., 2011; Helcoski et al., 2018), but were all conducted at a single location, and only one 91
explored the effects of coring across a significant number (19) of species (Helcoski et al., 92
2018). Similarly, to the best of our knowledge only one study has investigated the long-term 93
impacts of coring on tree growth, reporting no decrease in growth in the 10 years after coring 94
in three common European tree species (Picea abies, Abies alba, and Fagus sylvatica) 95
sampled in Switzerland and the Ukraine (Portier et al., 2023). This limited body of evidence 96
suggests that coring is unlikely to substantially impact tree health. However, we currently 97
lack a comprehensive and systematic assessment of the long-term impacts of coring on tree 98
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[5]
growth and mortality that not only captures responses across a diverse range of species but 99
also tests whether effects differ among climatically distinct forest types, tree sizes, and coring 100
practices (e.g., extracting two cores per tree to improve cross dating). 101
Here, we provide the first comprehensive overview of the long-term impacts of tree coring on 102
the growth and survival of 16 common European tree species, comprising 12 broadleaves and 103
four conifers. Over the course of a decade, we tracked the growth and survival of 10,747 trees 104
– 3334 of which were cored in 2012 – distributed across 205 permanent forest plots covering 105
Europe’s major forest types. This includes trees that were cored once (2730) or twice (804) 106
spanning a broad range of sizes (7.5–101.5 cm in stem diameter). Using this unique dataset, 107
we compared the growth and survival of cored and non-cored trees from the same plots and 108
set out to test the following predictions: 109
1. Based on previous studies (Mantgem and Stephenson, 2004; Wunder et al., 2011; 110
Helcoski et al., 2018; Portier et al., 2023), we do not expect tree coring will have a 111
detrimental effect on the long-term growth and survival of most European tree species 112
and forest types. 113
2. If a detrimental effect of coring is observed, we expect this negative impact will be 114
disproportionately pronounced in smaller trees, as these are more vulnerable to 115
internal decay and wounds (Datta et al., 2025). 116
117
3. Whilst often cautioned against (Tsen, Sitzia and Webber, 2016; Portier et al., 2023), 118
we do not expect that collecting a second core will result in any additional negative 119
impact on tree growth or survival compared to taking a single core. As the relative 120
size of the wound to the stem is still small. 121
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[6]
Methods
122
FunDivEUROPE forest plot network 123
Our analyses are based on data from the FunDivEUROPE permanent forest plot network 124
(Baeten et al., 2013). The network consists of 209 plots (30×30 m in size) distributed across 125
six sites, spanning three biomes (Mediterranean, Temperate, and Boreal) (Fig. 1), and four 126
distinct forest types across Europe (Mediterranean, Temperate, Boreal, and Hemiboreal). The 127
plots cover a latitudinal gradient of more than 20°, ranging from Mediterranean forests in 128
Spain and Italy, through temperate forests in Germany and Romania, to hemiboreal forests in 129
Poland and boreal forests in Finland. The network was established in 2012 within mature 130
forest stands with no recent management history prior to plot establishment and has since 131
been re-censused in 2017 and 2022. Of the original 209 plots, 205 were surveyed across all 132
three census periods; the remaining plots were abandoned due to harvesting activities that 133
occurred after 2012. 134
Within each plot and at each census interval, all stems with a diameter at breast height (DBH, 135
measured in cm at 1.3 m aboveground) greater than 7.5 cm were tagged, measured, identified 136
to species and their survival was recorded. In addition, the crown illumination index (CII) of 137
each tree was recorded as a measure of light availability to the crown that varies from 1 138
(completely suppressed) to 5 (fully exposed) (Clark and Clark, 1992). In total, we tracked the 139
growth and survival of 10,747 trees belonging to 16 common European tree species, several 140
of which were sampled at more than one site (Table 1). This includes four conifers (Abies 141
alba, Picea abies, Pinus nigra, Pinus sylvestris) and 12 broadleaves (Acer pseudoplatanus, 142
Betula pendula, Carpinus betulus, Castanea sativa, Fraxinus excelsior, Fagus sylvatica, 143
Ostrya carpinifolia, Quercus cerris, Quercus faginea, Quercus ilex, Quercus petraea, 144
Quercus robur). 145
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[7]
Tree coring 146
In 2012, when the FunDivEUROPE plots were first established, we acquired tree cores from 147
a subset of trees in each plot to measure their historical growth rates and capture their 148
physiological responses to drought using carbon isotopes (Grossiord et al., 2014; Jucker et 149
al., 2014). In total, 2730 trees were cored for growth reconstruction (approximately 20–25% 150
of trees per plot), while a further 1408 tree cores were collected for isotope analysis (Jucker 151
et al., 2017). Most of the cores collected for isotope analysis overlapped with those sampled 152
for growth, meaning that 804 trees were cored twice. In each case, cores were collected using 153
5.15 mm diameter increment borers (Haglöf AB, Sweden) and were sampled as close as 154
possible to the pith. Trees for growth analysis were selected following a size-stratified 155
random sampling approach (Jucker et al., 2014), while those for isotope analysis were 156
randomly selected from a subset of dominant and co-dominant trees in each plot (Grossiord et 157
al., 2014) (Fig. 1). For a detailed description of how the cores were used to measure rates of 158
tree diameter growth, see Jucker et al. (2014). 159
For the purposes of this analysis, we only retained data from plots with a complete census 160
record between 2012 and 2022. Moreover, we removed all data from Q. ilex trees in Spain, as 161
the majority of these were multi-stemmed and had not been individually tagged in 2012. 162
Consequently, we could not be certain that the same stem was consistently re-surveyed across 163
each census period. In total, this left us with 3337 trees that were cored in 2012 (2532 cored 164
once and 805 cored twice) and 7422 trees that were not cored (Table 1). 165
Impacts of tree coring on growth 166
We assessed the impacts of tree coring on growth using two complementary approaches, the 167
first based on a control–impact design and the second on a before–after design (Christie et 168
al., 2019). First, we compared the growth of trees that were cored in 2012 to those that were 169
not cored in the decade after coring took place using the re-survey data from 2022. To 170
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[8]
complement this, for the trees that were cored in 2012 and survived until 2022, we compared 171
their growth rates in the decade before (2001–2011, estimated from tree ring width) and after 172
coring (2012–2022, estimated from measured basal area). In all cases, growth was expressed 173
as a cumulative basal area increment (BAI, in cm2 decade-1). Note that because of 174
measurement errors in DBH that are common with re-census plot data (especially for slow 175
growing trees), a small subset of trees (7.5%) exhibited negative growth values between 2012 176
and 2022 (Fig. S1). These negative growth values were retained in the analysis, as removing 177
them would bias growth estimates as corresponding positive growth errors are much harder to 178
detect and correct (Talbot et al., 2014; Réjou-Méchain et al., 2017). 179
Approach 1: control–impact assessment 180
To compare the growth rates of trees that were cored to those that were not between 2012 and 181
2022, we used the census data to fit a hierarchical Bayesian model in which the BAI of tree i 182
of species s from country c in plot p was modelled following a skewed normal distribution, 183
which best captured the residual error structure of the model (Fig. S2): 184
𝐵𝐴𝐼!,#$,%~𝒮𝒩'𝜇!,#$,%, 𝜎+ (1) 185
where 𝜇!,#$,% is a function of initial tree size (BA2012), the crown illumination index (CII) 186
recorded in 2012 (treated as a continuous variable), a categorical variable describing the 187
coring (C) treatment (factor with three levels: not cored, cored once, cored twice), and the 188
interaction term between coring and initial tree size (C × BA2012): 189
𝜇!,#$,% = 𝛼#$ + 𝛽&#$𝐵𝐴'(&'! + 𝛽'#$𝐶𝐼𝐼! + 𝛽)#$𝐶! + 𝛽*#$(𝐶 × 𝐵𝐴'(&')! + 𝛾% (2) 190
αcs and β1-4cs are country- and species-specific model parameters representing the intrinsic 191
growth rate (αcs), and growth response (i.e., slope) to tree size (β1cs), CII ( β2cs), coring ( β3cs), 192
and how the effect of coring varies depending on tree size (β4cs). Additionally, the intercepts 193
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[9]
were allowed to vary among plots (γp) to capture additional variation in BAI among stands. 194
BA2012 and CII were included in the model to account for the well-known effects of tree size 195
and competitive status on growth (Jucker et al., 2014) allowing us to account for differences 196
in the size distribution of trees that were and were not cored (Fig. 1). The interaction term 197
between coring and tree size was included to test whether smaller trees are disproportionally 198
impacted by coring. 199
Country-species-specific model parameters (αsc, β1-4cs) were modelled using a multivariate 200
normal distribution: 201
8
α#$
β&#$
⋮
β*,-
< ∼ MVNormal
⎝
⎜
⎛8
α
β&
⋮
β*
< , S
⎠
⎟
⎞ (3) 202
where α represents the community-level intercept, β1-4 the overall effect of covariates on BAI 203
across all species and S is a covariance matrix. Modelling all country-species-level 204
parameters as a multivariate normal distribution allows sharing information across country-205
species combinations thus improving the fit for poorly represented combinations, while 206
preventing overfitting (McElreath, 2020). 207
To account for variance in BAI differing among tree species, climatic regions and depending 208
on tree size, we explicitly modelled the residual variance parameter as the following log-209
linear function (Umlauf and Kneib, 2018): 210
𝑙𝑜𝑔(𝜎!#$) = 𝜀( + 𝜑&𝐵𝐴'(&'!#$ + log(𝛿𝜎#$) (4) 211
where σisc is the residual variance of individual i belonging to species s from country c, e0 is 212
the intercept, j1 captures how variance changes with tree size, and dslogsc represents the 213
baseline variance for species s from country c. 214
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[10]
Approach 2: before–after assessment 215
To complement the control–impact analysis, we also tested whether trees grew slower after 216
they were cored. To do this, for each tree that had been cored once, we calculated the 217
differences in BAI (ΔBAI) between the decade after coring (BAI2012-22) and the one before 218
cores were collected (BAI2001-11), where negative values of ΔBAI correspond to slower 219
growth after coring (see Fig. S3 for the same analysis conducted on trees that were cored 220
twice). BAI2001-11 was calculated from the annual growth increments measured directly from 221
the cores, whereas BAI2012-22 was estimated from the repeat census data. We then modelled 222
ΔBAI of tree i belonging to species s from country c in plot p using the same hierarchical 223
Bayesian framework described above but assuming a Student’s t distribution, which best 224
captured the residual error structure of the model (Fig. S4): 225
∆𝐵𝐴𝐼!,#$,% ~𝑡'𝜇!,#$,%, 𝜎+ (5) 226
where 𝜇!,$#,% is a function of initial tree size (BA2012) and the crown illumination index (CII) 227
recorded in 2012 (treated as a continuous variable): 228
𝜇!,#$,% = 𝛼#$ + 𝛽&#$𝐵𝐴'(&'! + 𝛽'#$𝐶.𝐼! + 𝛾% (6) 229
where αcs and β1-2cs are country- and species-specific model parameters representing the 230
intercept (αcs) and ΔBAI response (i.e., slope) to tree size (β1cs) and crown illumination (β2cs). 231
Initial tree size and crown illumination were included to account for the potential variation in 232
growth regimes. The intercepts were allowed to vary among plots (γp) to capture additional 233
variation in ΔBAI among stands. Country–species–specific parameters (𝛼$#, 𝛽&#$, 𝛽'#$) were 234
modelled using the same multivariate normal hierarchical structure as described in Equation 3 235
for the control-impact assessment model. 236
This analysis makes several assumptions about the comparability of growth trends before and 237
after coring. For example, it overlooks the fact that the climate and the occurrence/severity of 238
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[11]
extreme events will have differed between the two time periods, thus resulting in differences 239
in growth that have nothing to do with coring. It also ignores the fact that some trees may 240
have experienced growth declines unrelated to coring due to pest and pathogen outbreaks 241
(e.g., spruce bark beetle, ash dieback and the Oriental chestnut gall wasp). Conversely, some 242
trees may have instead experienced increased growth due to competitive release following the 243
mortality of neighbours. Finally, the analysis also assumes that estimates of BAI before and 244
after coring are directly comparable, even though they were obtained using different 245
methodologies (ring width vs repeat DBH measurements). Despite these sources of 246
uncertainty, this before–after comparison provides a complementary assessment of the 247
potential impacts of coring on growth. 248
Impacts of tree coring on mortality 249
To assess if coring was associated with an increased probability of mortality, we compared 250
the survival rates of trees that were cored in 2012 to those that were not in the decade after 251
coring took place using the re-survey data from 2022. This is analogous to the control–impact 252
assessment on growth described above and made use of the same data and model structure. 253
Specifically, the probability of mortality (P[M=1]) was expressed as a logistic function of initial 254
tree size (BA2012), crown illumination index (CII; continuous variable), coring treatment (C; 255
factor with three levels: not cored, cored once, cored twice), and the interaction term between 256
coring and initial tree size (C × BA2012). 257
P[M=1] was modelled as a Bernoulli distribution with a logit link and allowed to vary among 258
species s, countries c and plots p following a hierarchical model structure: 259
𝑃[01&]~𝐵𝑒𝑟𝑛𝑜𝑢𝑙𝑙𝑖'𝜋!,$#,%+ (6) 260
where 𝜋!,$#,% is a function of initial tree size (BA2012) and the crown illumination index (CII) 261
recorded in 2012 (treated as a continuous variable): 262
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[12]
𝑙𝑜𝑔𝑖𝑡'𝜋!,$#,%+= 𝛼#$ + 𝛽&$# 𝐵𝐴'(&'! + 𝛽'$# 𝐶𝐼𝐼! + 𝛽)$# 𝐶! + 𝛽*$# (𝐶 × 𝐵𝐴'(&')! + 𝛾% (7) 263
Country–species–specific parameters (𝛼$#, 𝛽&3*#$) were modelled using the same 264
multivariate normal hierarchical structure as described in Equation 3 for the control-impact 265
assessment model. 266
Model fitting 267
All models were fit using the brms package in R (Bürkner, 2017). For each model, we used 268
four chains and 3000 iterations per chain, with 1500 discarded as warmup. Chains of all 269
models mixed well with R̂ = 1.00–1.01. The response variable and all model predictors were 270
scaled and centred prior to model fitting. We used uninformative priors, and model parameter 271
posteriors were summarised through their median and 95% highest-density continuous 272
interval (HDCI) using the tidyverse and tidybayes packages (Wickham et al., 2019; Kay, 273
2024). Predictors were considered to have a clear effect on the response variable when the 274
HDCI of their model coefficients did not encompass zero. 275
Model predictions plotted in Fig. 2 and 4 were created using the posterior_linpred() function 276
in the brms R package (Bürkner, 2017). This method describes the uncertainty at the group 277
level and does not include individual level variation (σ). 278
Results
279
Impacts of tree coring on growth 280
Approach 1: control–impact assessment 281
Variation in BAI among trees was strongly and positively associated with both initial tree 282
size (Fig. 2a) and crown illumination index (Fig. S5a), with larger, canopy-dominant trees 283
exhibiting noticeably faster growth rates. On average, a tree with a DBH of 60 cm had a 284
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[13]
decadal BAI that was 289.2 cm2 decade-1 greater (355.9 % increase) than that of a tree with a 285
DBH of 20 cm (assuming CII = 3 in both cases). 286
When we compared the BAI of trees that had been cored with those that were not, we found 287
only minimal differences in growth rate and no evidence to suggest that coring detrimentally 288
affected BAI in the decade after coring (Fig. 2a, Fig. S6a). The predicted growth for a tree 289
with DBH of 20 cm that was cored once was 7.5 cm2 decade-1 greater (2.0 % increase) than 290
that of a tree of the same size that was not cored (assuming CII = 3). This positive growth 291
response to coring was slightly more pronounced for trees that were cored twice (BAI 292
increase = 23.8 cm2 decade-1 or 6.2 % relative to non-cored trees, in the above scenario). 293
We also found no evidence to suggest that coring adversely impacted smaller trees more than 294
others. Instead, the positive growth response to coring was most pronounced in smaller trees 295
(a tree with DBH = 10 cm and CII = 3 that was cored once had a BAI that was 6.0 cm2 296
decade-1 greater than that of a tree that was not cored, equivalent to a 4.6 % increase). 297
Moreover, the effects of coring on growth were remarkably consistent across tree species and 298
forest types (Fig. 3a), including when we compared broadleaves and conifers. 299
Approach 2: before–after assessment 300
When we compared the BAI of cored trees in the decade before and after coring took place in 301
2012, we again found no indication of an adverse growth response to coring (Fig. 4). Tree 302
growth rates in the decade before and after coring were strongly positively correlated 303
(Pearson’s correlation coefficient = 0.70; Fig. 4a). Consistent with our comparison of cored 304
and non-cored trees, we observed that trees exhibited slightly elevated BAI in the decade 305
after coring (ΔBAI = 2.3 cm2 decade-1 for a tree with DBH = 20 cm). Once again, these 306
Results
were largely consistent across species and forest types (Fig. 5). We did however 307
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[14]
observe that in certain sites, ΔBAI was systematically greater (Poland) or lower (Spain) in the 308
decade following coring. 309
Impacts of tree coring on mortality 310
In the decade between 2012 and 2022, 16.2% of trees across the FunDivEUROPE plots died 311
(Table 1), with the highest mortality rates occurring in Germany and Italy (24.8% and 24.6% 312
decade-1 across species, respectively), with Picea abies in Poland and Germany having the 313
highest species-level mortality rate (68.2% and 66.9% respectively). Similarly to growth, 314
mortality rates were associated with both initial tree size (Fig. 2b) and crown illumination 315
index (Fig. S3b), with larger, canopy-dominant trees exhibiting the lowest mortality rates. On 316
average, a tree with a DBH of 60 cm had a probability of dying of 10.5% decade-1 compared 317
to 4.9% decade-1 for a tree with a DBH of 10 cm (assuming CII = 3 in both cases). 318
We observed no evidence that coring resulted in elevated mortality risk in the decade after 319
coring (Fig. 2b, Fig. S6b). A tree with a DBH of 20 cm had an expected probability of 320
mortality of 8.3% decade-1 if it was cored once, 7.3% decade-1 if it was cored twice, and 7.0% 321
decade-1 if it had not been cored, with confidence intervals around these estimates 322
overlapping broadly (95% range = 4.1–13.6 % decade-1). This lack of a coring effect on tree 323
mortality risk was highly consistent across forest types and species (Fig. 3b), with no 324
evidence to suggest that certain species or climatic region were associated with more 325
pronounced responses to coring (irrespective of whether trees had been cored once or twice). 326
Discussion
327
Using plot census and tree ring data from the FunDivEUROPE network, we quantified the 328
effect of increment coring on tree growth and mortality across Europe’s dominant tree 329
species and major forest types, spanning Mediterranean, temperate and boreal forests. This 330
study provides the most comprehensive assessment to date of coring’s impact on tree health 331
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[15]
across a broad range of forest types and species, finding no negative impact on tree growth 332
and mortality. Our data enabled us to robustly test whether responses to coring vary with tree 333
size and evaluate whether standard dendrochronological practices, such as extracting multiple 334
cores per tree, are associated with long-term impacts on tree health. 335
No evidence of adverse effects of tree coring across forest types 336
Our results indicate that coring has no negative effect on tree growth or mortality 10 years 337
after coring. These findings are consistent with previous studies (Mantgem and Stephenson, 338
2004; Wunder et al., 2011; Helcoski et al., 2018; Fabiánová and Šilhán, 2021; Portier et al., 339
2023) but significantly build upon this evidence by testing across 6 distinct temperate forest 340
types and 16 common European tree species. 341
A subset of the trees within the network was cored twice for isotope analysis, a common 342
dendrochronological practice that is also used to improve cross dating accuracy (Kirdyanov et 343
al., 2018). Although coring twice has previously been discouraged as a precautionary 344
measure (Tsen, Sitzia and Webber, 2016; Portier et al., 2023), our results indicate that, if 345
required, extracting an additional core does not compromise tree health. 346
While we observed no negative impact of coring on tree growth, there was a positive growth 347
response, with a stronger effect in trees cored twice (Fig. S6). For example, a tree with a 348
diameter of 20 cm that was cored once exhibited, on average, 2.0 % more growth than a tree 349
not cored, increasing to 6.2 % when cored twice. These values exceed the reported 350
measurement error associated with diameter tape measurements (Luoma et al., 2017), 351
suggesting that the response cannot be attributed to measurement error. This raises the 352
question of whether the patterns observed in this study reflects a biological response to 353
coring. 354
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[16]
Localised positive growth responses have been reported within P . abies as a result of vertical 355
scarring (Fabiánová and Šilhán, 2021), and coring has also been shown to induce pronounced 356
wound responses (Portier et al., 2023). The increased growth observed here may therefore 357
Result
from a wound response to the coring, with a second wound amplifying this effect. 358
Alternatively, the response may be driven by hormesis, whereby a low dose of stress elicits a 359
stimulatory response (Agathokleous, Kitao and Calabrese, 2019). Although hormesis is 360
reported to occur widely in plants induced physical stressors (Agathokleous, Kitao and 361
Calabrese, 2019, 2020; Salinitro et al., 2021), evidence from mature trees is currently 362
lacking, and so the potential contribution of any hermetic process to explain the relationships 363
in our data is uncertain. 364
Irrespective of the underlying mechanism, any growth response to coring is likely to be 365
localised around the coring site. While our results demonstrate coring does not negatively 366
affect tree growth, localised responses to coring risks inflating diameter measurements, 367
potentially leading to overestimates of growth and biomass in permanent monitoring plots. 368
We therefore recommend that increment cores be extracted at least 30 cm above or below the 369
point of diameter measurement as a precautionary measure. 370
With respect to mortality, our model indicates a small reduction in survival among cored trees 371
(Fig. 2b); however, this effect is associated with large uncertainty and is not supported by 372
complementary analyses (Table 1, Fig. S6b). Although larger trees that were cored twice 373
appeared to show reduced survival relative to uncored or singly cored individuals (Fig. 2b), 374
these trees are canopy dominant individuals and exhibit low mortality rates. Consequently, 375
the trend of mortality for trees cored twice should be interpreted with caution. Additionally, 376
the mortality signal directly attributed to coring may be masked in certain locations due to 377
elevated mortality from extreme events over the previous decade. E.g. bark beetle outbreaks 378
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[17]
in Picea abies and ash dieback in Fraxinus excelsior within Germany (Lausch, Heurich and 379
Fahse, 2013; Seidl et al., 2014; Fuchs et al., 2024). 380
Smaller trees are not more susceptible to coring 381
We found no evidence that small trees were any more vulnerable to coring than large trees, 382
regardless of whether they were cored once or twice. Although we hypothesised that smaller 383
trees would be more vulnerable to coring, coring wounds are relatively small compared to the 384
minimum size of the stem in this study (7.5 cm diameter), and trees have a high resilience to 385
the loss of xylem (Dietrich et al., 2018). While the immediate hydraulic impacts of coring 386
are therefore likely negligible, we cannot determine the potential longer-term consequences 387
for smaller trees as internal scarring, from coring (Tsen, Sitzia and Webber, 2016), may 388
predispose stems to internal decay over extended periods. Coring can lead to internal scarring 389
(Tsen, Sitzia and Webber, 2016), which may predispose stems to decay over extended 390
periods. This is particularly relevant given that the ecological consequences of stem decay are 391
often more severe for smaller individuals (Datta et al., 2025). Therefore, minimum diameter 392
thresholds for coring should be set along with longer-term monitoring to determine whether 393
size-dependent effects occur after multiple decades. 394
Different tree species and forest types are equally resilient to coring 395
Responses to coring did not differ among tree species or forest types within the 396
FunDivEUROPE network. A common concern is that coring wounds may act as a vector for 397
fungal diseases or other pathogens (Tsen, Sitzia and Webber, 2016), and if this were a 398
significant mechanism, stronger negative effects would be expected in regions with high 399
pathogen load. However, despite elevated mortality associated with bark beetle outbreaks in 400
Picea abies and ash dieback in Fraxinus excelsior within Germany (Lausch, Heurich and 401
Fahse, 2013; Seidl et al., 2014; Fuchs et al., 2024), we found no evidence that single coring 402
affected these species (Fig. 3a/b). This indicates that wounds may not be a significant vector 403
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[18]
for disease transmission. However, post coring assessments of wounds would need to be 404
undertaken to confirm this. 405
Challenges of quantifying coring response post-hoc 406
Studies explicitly designed to test the effects of coring on tree health are rare; like most, ours 407
was performed retrospectively. Post-hoc approaches make testing for the impact of coring a 408
non-trivial task as selection bias and unmeasured confounding factors cannot be fully 409
accounted for. These challenges are particularly evident in the before-after growth model. 410
While there was no effect of coring on growth, species-specific responses varied 411
significantly, likely reflecting contrasting environmental conditions between the two decades 412
and ecophysiological differences between species. For instance, P. sylvestris growing in 413
Poland grew faster in the second decade, whereas it displayed consistent growth across both 414
decades in Spain and Finland. 415
There is also evidence of selection bias within this dataset towards coring larger trees with 416
higher crown illumination values, especially among trees cored twice (Fig. 1). While size and 417
crown illumination were accounted for within our models, other factors that correspond with 418
tree vigour may not have been captured. As a result, the positive growth response associated 419
with coring may partially reflect the preferential sampling of healthier individuals rather than 420
a biological effect of coring itself. 421
Recommendations for future work in this area 422
Our results provide strong empirical support for the use of increment coring in European 423
forests, demonstrating the resilience of 16 widespread European tree species across six 424
distinct forest types. Nevertheless, several key research gaps remain. 425
More extensive post-coring assessments of wounds will also be necessary to quantify the 426
extent of scarring and the susceptibly to decay. Although decay following coring has been 427
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[19]
investigated in one long-term study (Wunder et al., 2013), this work was limited to a single 428
conifer species. More assessments across both broadleaved and other conifer taxa are needed 429
to test how the response to coring varies among species; do wound responses vary in extent 430
and size and are certain species more resistant to internal scarring? 431
While dendrochronological studies have largely focused on temperate forests, recent 432
methodological advances have been made in tropical dendrochronology; through classical 433
ring boundary analyses (Zuidema et al., 2025) and the advent of radiocarbon dating 434
(Pacheco-Solana et al., 2023). Given the warm and humid conditions in these regions, which 435
may accelerate wood decay, studies in these systems are essential to evaluate whether coring 436
poses greater risks than those in temperate regions. 437
Additionally, 5 mm increment borers are standard to minimise created wounds, but larger (10 438
mm) borers are used for specific analyses (Moore et al., 2009). Therefore, experiments 439
comparing the wound differences between 5 mm and 10 mm borers should be undertaken to 440
provide evidence for best practice guidelines. 441
Finally, to establish causality and minimise selection bias, future studies would benefit from 442
the use of Before-After-Control-Impact designs, often considered the ‘gold standard’ of 443
experimental design as long as sample sizes are sufficiently large (Christie et al., 2019). 444
Furthermore, such studies would allow quantification of how large the affected area is around 445
the coring wound and the potential impact coring has on subsequent diameter measurements. 446
These results would assist with the development of best practice procedures for 447
dendrochronological sampling in permanent forest plots. Given that this study only addresses 448
a relatively limited portion of a tree's lifespan, longer-term, multi-decadal monitoring is now 449
required to assess whether delayed effects of coring – particularly those associated with stem 450
decay – translated into elevated mortality. However, it is worth noting that the longer the time 451
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[20]
post coring, the greater the likelihood that tree mortality could be linked to a different driver 452
other than the coring wound. 453
Conclusions
454
Tree coring will always be an integral method in forest ecology to investigate stand dynamics 455
and reconstruct past climates. This study provides support to future dendrochronological 456
studies where concerns to tree health may have been a concern. We find there to be no 457
negative impact on growth or mortality across 16 common European tree species. But 458
highlight a positive growth response in cored trees with potential implications for biasing 459
repeat diameter measurements. As a result, we recommend increment cores not to be 460
collected at the point of diameter measurement. 461
Acknowledgements
462
The FunDivEUROPE project was funded through the European Union Seventh Framework 463
Programme (grant: 265171). This work was funded by a UKRI Frontier Research award 464
(grant: EP/Y003810/1) awarded to TJ, which also supported RB and DN. 465
Author contribution statement 466
OB coordinated the establishment and re-census of the FunDivEUROPE plot network. TJ 467
generated the tree ring data, with the assistance of OB. RB and TJ designed the study with 468
input from TSO. RB analysed the data, with assistance from DN and FJF. RB wrote the first 469
draft of the manuscript with the assistance of TJ and TSO. All authors contributed 470
substantially to revisions. 471
Data and code availability statement 472
All data and R code underpinning the results of this study will be publicly archived on Zenodo 473
following the review of this paper. 474
475
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[21]
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[26]
Tables 634
Table 1: Overview of the size, growth and mortality rates of trees included in this study. 635
Country Species
Cored Not Cored Mean basal area
growth (cm2
decade-1)
Mean DBH
in 2012 (cm) Total
number
Dead
(%)
Total
number
Dead
(%)
Finland
Betula pendula 121 0 175 0 110.1 19.3
Picea abies 203 5.4 654 4.6 102.6 17.8
Pinus sylvestris 176 15.3 473 18.6 101.6 19.3
Poland
Betula pendula 77 35.1 112 22.3 194.1 36.0
Carpinus betulus 132 6.1 717 7.1 81.7 18.8
Picea abies 119 79.0 249 63.1 115.4 28.0
Pinus sylvestris 101 9.9 130 6.2 284.4 41.3
Quercus robur 105 5.7 101 5.0 311.9 35.3
Germany
Acer psudeoplatanus 83 9.6 124 7.3 92.9 24.1
Fagus sylvatica 238 8.4 329 10.5 120.9 22.9
Fraxinus excelsior 144 25.0 239 36.4 155.5 26.3
Picea abies 67 67.2 208 66.8 169.8 24.1
Quercus petraea 73 9.6 24 8.3 268.4 50.0
Romania
Abies alba 95 9.5 206 10.2 211.5 34.0
Acer psuedoplatanus 81 12.3 152 12.5 114.0 32.0
Fagus sylvatica 120 13.3 336 11.6 112.5 28.0
Picea abies 87 12.6 168 16.1 189.3 36.4
Italy
Castenia sativa 144 52.8 410 52.0 41.8 18.0
Ostrya carpinifolia 132 16.7 469 23.0 36.2 14.0
Quercus cerris 161 9.3 244 23.0 97.5 22.9
Quercus ilex 166 1.8 262 6.5 53.7 19.3
Quercus petraea 142 11.3 178 23 96.5 22.6
Spain
Pinus nigra 165 0.6 336 1.5 48.4 22.5
Pinus sylvestris 104 6.7 235 7.2 49.7 24.4
Quercus faginea 204 4.9 916 4.5 20.7 12.6
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
[27]
Figures 636
637
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
[28]
Fig. 1: Variation in the distribution of (a) crown illumination index scores and (b) stem 638
diameters of trees that were either not cored (blue, dashed line), cored once (red, continuous 639
line), and cored twice (black, dotted line). Locations of the FunDivEUROPE sites (c), the 640
colour palette represents the six distinct biomes in Europe (Dinerstein et al., 2017). 641
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
[29]
642
Fig. 2: Differences in (a) basal area growth and (b) mortality rates of trees of varying sizes 643
that were either not cored (blue, dashed line), cored once (red, continuous line), and cored 644
twice (black, dotted line). Fitted lines are model predictions with 95% highest posterior 645
density intervals. 646
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
[30]
647
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
[31]
Fig. 3: Variation in the effects of tree coring on (a) growth and (b) mortality rates across 648
species and study sites for trees that were cored once (red, continuous line) or twice (black, 649
dotted line), expressed as the difference relative to trees that were not cored. For growth, 650
points represent posterior means of the standardised model coefficients (±95% posterior 651
density intervals), whole for mortality they show the probability of a cored tree dying 652
compared to non-cored tree (where 0.5 represents no difference between the two). 653
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
[32]
654
Fig. 4: Tree growth rates before and after coring. Panel (a) shows the relationship between 655
the basal area growth of trees cored once in 2012 in the decade before and after coring 656
(calculated from the tree ring and census data, respectively). Points are coloured by country, 657
and the line corresponds to a 1:1 relationship. Panel (b) shows the estimated difference 658
(±95% confidence intervals) in basal area increment before and after coring (ΔBAI) as a 659
function of tree size, where values of 0 correspond to no difference in growth over time. The 660
density plot at the top illustrates the size distribution of trees included in the analysis. 661
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
[33]
662
Fig. 5: Variation growth rates before and after coring across species and study sites for trees 663
that were cored once. Points are standardised model coefficients with 95% highest posterior 664
density intervals. A negative value would indicate that cored trees grew slower in the decade 665
after coring. 666
preprint (which was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
The copyright holder for thisthis version posted February 5, 2026. ; https://doi.org/10.64898/2026.02.03.703454doi: bioRxiv preprint
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