Ranit De, Shanning Bao, Sujan Koirala, Alexander Brenning, Markus Reichstein, Torbern Tagesson, Michael Liddell, Andreas Ibrom, Sebastian Wolf, Ladislav Šigut, Lukas Hörtnagl, William Woodgate, Mika Korkiakoski, Lutz Merbold, T. Andrew Black, Marilyn Roland, Anne Klosterhalfen, Peter D. Blanken, Sara Knox, Simone Sabbatini, Bert Gielen, Leonardo Montagnani, Rasmus Fensholt, Georg Wohlfahrt, Ankur R. Desai, Eugénie Paul-Limoges, Marta Galvagno, Albin Hammerle, Georg Jocher, Borja Ruiz Reverter, David Holl, Jiquan Chen, Luca Vitale, M. Altaf Arain, Nuno Carvalhais
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Here, we compared an optimality-based model and a semi-empirical light use efficiency model to understand how current models can be improved to simulate IAV of gross primary production (GPP). Both models simulated hourly GPP and were parameterized for (a) each site–year, (b) each site with an additional constraint on IAV (<span></span><math>\n <semantics>\n <mrow>\n <mi>C</mi>\n <mi>o</mi>\n <mi>s</mi>\n <msup>\n <mi>t</mi>\n <mi>IAV</mi>\n </msup>\n </mrow>\n <annotation> $Cos{t}^{\\mathit{IAV}}$</annotation>\n </semantics></math>), (c) each site, (d) each plant–functional type, and (e) globally. This was followed by forward runs using calibrated parameters, and model evaluations using Nash–Sutcliffe efficiency (NSE) as a model-fitness measure at different temporal scales across 198 eddy-covariance sites representing diverse climate–vegetation types. Both models simulated hourly GPP better (median normalized NSE: 0.83 and 0.85) than annual GPP (median normalized NSE: 0.54 and 0.63) for most sites. Specifically, the optimality-based model substantially improved from NSE of −1.39 to 0.92 when drought stress was explicitly included. Most of the variability in model performances was due to model types and parameterization strategies. The semi-empirical model produced statistically better hourly simulations than the optimality-based model, and site–year parameterization yielded better annual model performance. Annual model performance did not improve even when parameterized using <span></span><math>\n <semantics>\n <mrow>\n <mi>C</mi>\n <mi>o</mi>\n <mi>s</mi>\n <msup>\n <mi>t</mi>\n <mi>IAV</mi>\n </msup>\n </mrow>\n <annotation> $Cos{t}^{\\mathit{IAV}}$</annotation>\n </semantics></math>. Furthermore, both models underestimated the peaks of diurnal GPP, suggesting that improving predictions of peaks could produce better annual model performance. 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引用次数: 0
摘要
研究全球碳循环的一个长期挑战是了解碳通量年际变化的控制因素,并改进其在现有生物地球化学模型中的表现。在此,我们比较了基于最优性的模型和半经验光利用效率模型,以了解如何改进现有模型来模拟初级生产总值(GPP)的IAV。这两个模型模拟每小时GPP,并对(a)每个站点年、(b)每个站点附加IAV约束(Cos t IAV $Cos{t}^{\mathit{IAV}}$)、(C)每个站点、(d)每个植物功能类型和(e)全局进行参数化。随后,使用校准参数进行前向运行,并使用纳什-萨特克利夫效率(NSE)作为模型适应度度量,在不同的时间尺度上对198个代表不同气候-植被类型的涡旋协方差站点进行模型评估。对于大多数站点,这两种模式对每小时GPP的模拟(标准化NSE中位数:0.83和0.85)都优于年GPP(标准化NSE中位数:0.54和0.63)。具体而言,当明确考虑干旱胁迫时,基于最优性的模型的NSE从- 1.39大幅提高到0.92。模型性能的大部分可变性是由于模型类型和参数化策略。半经验模型的逐小时模拟结果优于基于最优性的模型,而站点年参数化的年模型表现更好。即使使用Cos t IAV $Cos{t}^{\mathit{IAV}}$参数化,年度模型性能也没有提高。此外,两个模型都低估了日GPP的峰值,这表明改进峰值预测可以提高模型的年度性能。我们的发现揭示了当前模型在代表碳通量的IAV方面的不足,并指导了进一步模型开发的改进。
Addressing Challenges in Simulating Inter–Annual Variability of Gross Primary Production
A long-standing challenge in studying the global carbon cycle has been understanding the factors controlling inter–annual variation (IAV) of carbon fluxes, and improving their representations in existing biogeochemical models. Here, we compared an optimality-based model and a semi-empirical light use efficiency model to understand how current models can be improved to simulate IAV of gross primary production (GPP). Both models simulated hourly GPP and were parameterized for (a) each site–year, (b) each site with an additional constraint on IAV (), (c) each site, (d) each plant–functional type, and (e) globally. This was followed by forward runs using calibrated parameters, and model evaluations using Nash–Sutcliffe efficiency (NSE) as a model-fitness measure at different temporal scales across 198 eddy-covariance sites representing diverse climate–vegetation types. Both models simulated hourly GPP better (median normalized NSE: 0.83 and 0.85) than annual GPP (median normalized NSE: 0.54 and 0.63) for most sites. Specifically, the optimality-based model substantially improved from NSE of −1.39 to 0.92 when drought stress was explicitly included. Most of the variability in model performances was due to model types and parameterization strategies. The semi-empirical model produced statistically better hourly simulations than the optimality-based model, and site–year parameterization yielded better annual model performance. Annual model performance did not improve even when parameterized using . Furthermore, both models underestimated the peaks of diurnal GPP, suggesting that improving predictions of peaks could produce better annual model performance. Our findings reveal current modeling deficiencies in representing IAV of carbon fluxes and guide improvements in further model development.
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