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 - - PowerPoint PPT Presentation
Tree-related microhabitat (TreM) spatial patterns in European beech-dominated forests Laurent Larrieu Benoit Courbaud Michel Goulard Wilfried Heintz Daniel Kraus Thibault Lachat Fabien Laroche Sylvie Ladet Jrg Mller Yoan Paillet
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
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
Introductio n M&M Results: Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion
variables describing neighbourhood r
Plot scale
Forest scale (Uholka, OGF)
Plot-grouping scale
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 Unharvested forest
N, mean dbh N, mean dbh N d d TreM-bearing tree
d’un arbre observé porteurs (ou non porteurs)} , enveloppe sous hypothèse permutation des marques
individuelles : distance au plus proches voisins marqué ou non, nombre de points marqués (ou non marqués dans un voisinage)
General case Aggregation
Repulsion
But very rarely…
Introduction M&M Results: Plot scale/Set of plots scale/Forest massif scale/TreM/Set of TreMs Conclusion
r L1,1 (r)
MPP without control
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
Practical issues Introduction Old growth forests Old growth forests Managed stands Spatial patterns Spatial patterns TreM-dwelling taxa
neighborhood
buffer
Time since the last harvest Deviance explained by the model Significant deviation values compared to null model > Fagus sylvatica 50% >100y 50-100y <50y
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
+ 10% of variance explained by neighbourhood (in addition to dbh) + 18% of variance explained by neighbourhood (in addition to dbh)
% 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
TreM
Old Growth Forests Managed forest
Dbh effect
+
➢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
➢ DBH ➢ Plot features
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