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Tree-related Microhabitat (TreM) spatial patterns in European beech-dominated forests

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HAL Id: hal-02737338

https://hal.inrae.fr/hal-02737338

Submitted on 2 Jun 2020

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Tree-related Microhabitat (TreM) spatial patterns in European beech-dominated forests

Laurent Larrieu, Benoit Courbaud, Michel Goulard, Wilfried Heintz, Daniel Kraus, Thibault Lachat, Sylvie Ladet, Fabien Laroche, Jörg Müller, Yoan

Paillet, et al.

To cite this version:

Laurent Larrieu, Benoit Courbaud, Michel Goulard, Wilfried Heintz, Daniel Kraus, et al.. Tree- related Microhabitat (TreM) spatial patterns in European beech-dominated forests. 25. IUFRO world congress 2019, Sep 2019, Curitiba, Brazil. 770 p. �hal-02737338�

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Laurent Larrieu Benoit Courbaud Michel Goulard Wilfried Heintz Daniel Kraus Thibault Lachat Fabien Laroche Sylvie Ladet Jörg Müller Yoan Paillet

Andreas Schuck Jonas Stillhard Miroslav Svoboda

Tree-related Microhabitat (TreM) spatial patterns

in European beech-dominated forests

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A TreM is a specific above-ground tree morphological singularity

distinct, well delineated structure

borne by standing living or dead trees

essential substrate or life-site for taxa

encompassing decaying wood (=saproxylic TreM) or not (=epixylic TreM)

2

Drawings L. Apfelbacher

Introduction M&M Results: Intra-plot scale/Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion

(4)

TReMs are key features for many taxa and participate in a complex functional habitat network in species life cycles

By harvesting TreM-bearing trees, management impacts both TreM density and diversity

(e.g. Larrieu & Cabanettes 2012)

We observe poorer communities of TreM-dwelling taxa in managed stands

(e.g. Bouget et al. AC 2014

)

Is this lower biodiversity due to a lower TreM supply only or also to changes in spatial distribution pattern?

Stand scale

s s

c

c c

Examples of supplementation (s) and complementation (c) resources Introduction M&M Results: Intra-plot scale/Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion

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Hypothesis 1: TreM distribution is spatially structured in old-growth forests (>100 years) Hypothesis 2: The spatial distribution of TreMs is mainly driven by the spatial

distribution of tree dbh

Hypothesis 3: Management affects these patterns by controlling dbh range, density and location of TreM-bearing trees

Are spatial distribution patterns of TreMs different in harvested stands compared to unharvested ones?

Introduction M&M Results: Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion

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Beech-dominated (>50% trees) stands

Tree coordinates

>20 trees/plot

>10 TreM/plots

An analysis focusing on beech-dominated stands, recently harvested or not

2 time categories since the last harvest

< 50 y: managed forest

> 100 y: old-growth forest

55 sites, 408 plots (0.05-1ha),

20346 living and standing dead trees

L. Apfelbacher

11TreM-subgroups

selected from Larrieu et al. EI 2018

Set of 6 TreMs common to all databases

Introduction M&M Results: Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion

International standardized TreM database: 267 sites,

1492 plots, 86 754 trees, 17 TreM groups

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• Set of 6 TreMs pooled

• 11 individual TreMs

• Binomial GLM

• Y (tree bears at least a TreM)~dbh+ 6 variables describing neighbourhood

r

Plot scale

• Set of 6 TreMs pooled

• Marked point process (MPP)

A multi-scale exploratory analysis

Plot-grouping scale

• Set of 6 TreMs pooled

• Binomial GLM

• Y (tree bears at least a TreM)~dbh+site+site-plot +time since the last harvest

408 plots

Introduction M&M Results: Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion

Harvested and unharvested stands

Forest scale (Uholka, OGF)

• 8 individual TreMs

• Binomial GLM/GLMM

• 266 x 500m²-plots Unharvested forest

N, mean dbh N, mean dbh N

d d

TreM-bearing tree

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No consistent spatial pattern, neither in managed nor in old growth forests

General case

Aggregation

of TreM-bearing trees

Repulsion

and very rarely…

Introduction M&M Results: Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion

r

L

1,1

(r)

MPP without control of the spatial structure for dbh

random distribution of the TreM-bearing trees Confidence interval

L1,1 (r) function: counts the nb of TreM-bearing trees in the r-radius disc

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Introduction M&M Results: Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion

d d

GLM binomial

Y=tree bears a TreM or not

for 50 % of the plots in Managed forest for 25% of the plots in Old-growth forest

Neighbourhood features have a significant effect on TreM bearing tree occurrence

+ 10% of variance explained by neighbourhood (in addition to dbh)

+ 18% of variance explained by neighbourhood

(in addition to dbh)

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The effect of dbh on TreM occurrence depends on both TreM and forest status

% var. explained by plot:dbh >> % var. explained by dbh

Introduction M&M Results: Plot scale / Set of plots scale/ Forest massif scale / TreM/ Set of TreMs Conclusion

GLM binomial

Y=tree bears a TreM or not

+ for 97% of the plots = + for 100% of the plots

TreM Old Growth Forests Dbh effect Managed forest

+ for 52% of the plots + for 88% of the plots

- for 65% of the plots + for 94% of the plots

+

+

- +

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Local conditions are the main driver of TreM occurrence

dbh ***, but low explanatory power (3%)

 Time since the last harvest (dbh*time) ***, medium explanatory power (17%)

 Site (dbh*site)***, high explanatory power (36%)

Site-plot (dbh*site-plot)***, the highest explanatory power (42%)

Same trend observed at the individually TreM level!

Introduction M&M Results: Plot scale / Set of plots scale/ Forest massif scale / TreM / Set of TreMs Conclusion

GLM binomial

Y=tree bears a TreM or not

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In addition to dbh, plot features matters for

explaining the occurrence of most of the TreMs

DBH

Plot features

canopy cover

slope

elevation

Drivers TreMs

+ +

- - -

+ +

Introduction M&M Results: Plot scale / Set of plots scale / Forest massif scale/ TreM/ Set of TreMs Conclusion

+

GLM & GLMM, binomial Y=tree bears a TreM or not

+ + + + - -

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Crown deadwood is mostly driven by a spatially- autocorrelated plot random effect

posteriori residual variation of crown

deadwood occurrence

- +

Introduction M&M Results: Plot scale / Set of plots scale / Forest massif scale/ TreM/ Set of TreMs Conclusion

Uholka forest (Ukraine)

Bayesian CAR

Distance decay=260m

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In a nutshell

Tree dbh spatial distribution is not a consistent surrogate

within plot for TreM spatial distribution in old-growth forests

Strong effect of local conditions on TreM spatial structuration

Management influences the way TreM spatialization occurs (mainly by changing relationship between TreM and dbh)

Thanks for your attention

Introduction M&M Results: Plot scale / Set of plots scale / Forest massif scale / TreM / Set of TreMs Conclusion

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