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Published on: January 7, 2019
CO2 spatio-temporal analysis in the Iberian Peninsula.
Isidro A Pérez1, M Luisa Sánchez1, M Ángeles García1
1Department of Applied Physics, Faculty of Sciences, University of Valladolid, Paseo de Belén, 7, 47011 Valladolid, Spain.
This study compared calculated and measured monthly carbon dioxide (CO2) levels in the Iberian Peninsula. Results show spatial uniformity but local measurements were higher than regional calculations.
Area of Science:
- Environmental Science
- Atmospheric Science
- Geophysics
Background:
- Accurate monitoring of atmospheric carbon dioxide (CO2) is crucial for understanding climate change.
- Previous studies have focused on global CO2 trends, with less emphasis on regional variations within specific peninsulas.
Purpose of the Study:
- To compare regional CO2 concentrations and growth rates in the Iberian Peninsula with localized measurements.
- To analyze the spatial and temporal distribution of CO2 using different kernel smoothing techniques.
- To assess the agreement between modeled and observed CO2 data.
Main Methods:
- Monthly CO2 values were calculated using Gaussian and Epanechnikov kernels on gridded data for the Iberian Peninsula.
- A six-year dataset (starting October 2010) of in-situ CO2 measurements from the region's upper plateau was used for comparison.
- Temporal analysis incorporated linear evolution for growth rate and sinusoidal functions for annual cycles.
Main Results:
- Calculated CO2 concentration and growth rate showed spatial uniformity across the Iberian Peninsula.
- Gaussian kernel produced smoother band borders for CO2 distribution compared to the Epanechnikov kernel.
- While regional and local temporal patterns agreed, measurements were approximately 7 ppm higher than regional calculations.
- The regional growth rate was 2.39 ppm/yr with a decreasing amplitude sinusoidal annual cycle.
Conclusions:
- Regional CO2 modeling provides a good approximation of temporal patterns, but localized measurements indicate higher concentrations.
- Kernel smoothing methods effectively represent CO2 spatial and temporal dynamics, with Gaussian kernels offering smoother transitions.
- Discrepancies between modeled and measured data highlight the importance of high-resolution, localized monitoring for climate studies.
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