Abstract

Abstract. Old-growth forests are subject to substantial changes in structure and species composition due to the intensification of human activities, gradual climate change and extreme weather events. Trees store ca. 90 % of the total aboveground biomass (AGB) in tropical forests and precise tree biomass estimation models are crucial for management and conservation. In the central Amazon, predicting AGB at large spatial scales is a challenging task due to the heterogeneity of successional stages, high tree species diversity and inherent variations in tree allometry and architecture. We parameterized generic AGB estimation models applicable across species and a wide range of structural and compositional variation related to species sorting into height layers as well as frequent natural disturbances. We used 727 trees (diameter at breast height ≥ 5 cm) from 101 genera and at least 135 species harvested in a contiguous forest near Manaus, Brazil. Sampling from this data set we assembled six scenarios designed to span existing gradients in floristic composition and size distribution in order to select models that best predict AGB at the landscape level across successional gradients. We found that good individual tree model fits do not necessarily translate into reliable predictions of AGB at the landscape level. When predicting AGB (dry mass) over scenarios using our different models and an available pantropical model, we observed systematic biases ranging from −31 % (pantropical) to +39 %, with root-mean-square error (RMSE) values of up to 130 Mg ha−1 (pantropical). Our first and second best models had both low mean biases (0.8 and 3.9 %, respectively) and RMSE (9.4 and 18.6 Mg ha−1) when applied over scenarios. Predicting biomass correctly at the landscape level in hyperdiverse and structurally complex tropical forests, especially allowing good performance at the margins of data availability for model construction/calibration, requires the inclusion of predictors that express inherent variations in species architecture. The model of interest should comprise the floristic composition and size-distribution variability of the target forest, implying that even generic global or pantropical biomass estimation models can lead to strong biases. Reliable biomass assessments for the Amazon basin (i.e., secondary forests) still depend on the collection of allometric data at the local/regional scale and forest inventories including species-specific attributes, which are often unavailable or estimated imprecisely in most regions.

Highlights

  • Allometries describe how relationships between different dimensions of organisms change non-proportionally as they grow (Huxley and Teissier, 1936)

  • We fit models representing the eight different predictor combinations to our entire data set of 727 trees using three variance modeling approaches: nonlinear least square (NLS), ordinary least square with log-linear regression (OLS) and a nonlinear approach in which we modeled the heteroscedastic variance of the data set (MOV)

  • The NLS approach produced models with overall higher values of R2 and R2adj and lower values of Syx%, the deviance information criterion (DIC) values indicated that the modeled variance (MOV) and the OLS approaches produced the best models

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Summary

Introduction

Allometries describe how relationships between different dimensions (e.g., length, surface area and weight) of organisms change non-proportionally as they grow (Huxley and Teissier, 1936). Wood density (WD), which is important for biomass estimation, varies significantly across regions (Muller-Landau, 2004) and can differ between species by more than an order of magnitude (Chave et al, 2006) Given these sources of variation, it is not surprising that different allometries were reported when comparing species (Nelson et al, 1999), successional stages (Ribeiro et al, 2014), ontogenies (Sterck and Bongers, 1998) and regions (Lima et al, 2012). Transferring such estimation models to other contexts – other species, size ranges, life stages, sites or successional stages – typically leads to predictions that deviate strongly from observations, especially when the sampling design does not allow the selection of relevant data for proper estimation of the parameters of interest (Gregoire et al, 2016) or when predictor ranges are limited or neglected (Clark and Kellner, 2012; Sileshi, 2014)

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