『Abstract
To calculate critical acid loads or to predict element concentrations
in the soil solution, information on weathering rates is essential.
Several studies have taken place in the Netherlands to obtain
weathering rates for non-calcareous sandy soils. Recently information
on weathering rates in less vulnerable loess and clay soils have
become available. However, up to now no system is available to
estimate weathering rates on a regional scale by relating them
to regionally available soil properties. To obtain weathering
rates of loess and clay soils on a regional scale for the Netherlands,
the applicability of a statistical regression model and the process
based PROFILE model have been evaluated. Both models were calibrated
on a set of laboratory experiments. To evaluate their predictive
power, both methods were validated on a number of sites for which
field weathering rates were available. Predictions with the statistical
model, for the individual base cations, were generally within
a factor 2 of the calculated historical weathering rates, except
for Ca, which was overestimated, by a factor 3 to 4. PROFILE strongly
overestimated all weathering rates using both standard parameters
and in particular after calibration on the laboratory rates. However,
PROFILE predicted weathering rates of the loess soils quite good
after calibration on historical weathering rates, indicating that
the downscaling procedure used in PROFILE to translate laboratory
to field weathering rates is inadequate for the considered soils.
The statistical model was applied to predict weathering rates,
for the Netherlands on a 1×1 km grid scale. Weathering rates at
the present pH values in forested loess and clay soils ranged
from 135 to 6000 molc ha-1 a-1
in loess soils and from 100 to 1750 molc
ha-1 a-1 in clay soils.
Keywords: clay deposits; (clay) minerals; critical loads; forest
soils; loess deposits; modeling; pedotransfer functions; soil
acidification; weathering rates』
1. Introduction
2. Methods
2.1. General approach
2.2. Calibration and validation datasets
2.2.1. Laboratory weathering rates used for model calibration
2.2.2. Field weathering rates used for model validation
2.3. Derivation of the statistical model from laboratory data
2.3.1. Derivation
2.4. Application and calibration of PROFILE on laboratory data
2.4.1. Application
2.4.2. Calibration
2.5. Field weathering rates and model validation
2.6. Regional application of the selected model
3. Results and discussion
3.1. Application and calibration of PROFILE on the laboratory
experiments
3.2. Validation of the models on historical weathering rates
3.2.1. The statistical model
3.2.2. Profile
3.3. Regional application
3.3.1. Selection of the best model for regional application
3.3.2. Predicted weathering rates
4. Conclusions
Acknowledgements
References