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Parameter estimation and uncertainty analysis of a large-scale crop model for paddy rice: Application of a Bayesian approach

机译:水稻大规模作物模型的参数估计和不确定性分析:贝叶斯方法的应用

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摘要

A Bayesian approach, the Markov Chain Monte Carlo (MCMC) technique, was applied to a newly developed large-scale crop model for paddy rice to optimize a new set of regional-specific parameters and quantify the uncertainty of yield estimation associated with model parameters. The developed large-scale model is process-based and up-scaled from a conventional field-scale model to meet the intended spatial-scale of the large-scale model to the typical grid size of high-resolution climate models. The domain of the large-scale model covers all of Japan, but the crop simulation is conducted for each local governmental area in Japan. The MCMC technique exhibits powerful capability to optimize multiple parameters in a nonlinear and fairly complex model. The application of the Bayesian approach is useful to quantify the uncertainty of model parameters in a comprehensive manner when researchers on crop modeling analyze the uncertainty of yield estimation associated with model parameters under given observations. A sensitivity analysis of the large-scale model was conducted with the obtained posterior distribution of parameters and warming conditions that have never been experienced before to demonstrate the change in the uncertainty of yield estimation associated with the uncertainty of parameters of the large-scale model. The uncertainty of yield estimation under warming conditions was larger than that obtained under climate conditions that have been experienced before. This raises a concern that the uncertainty of impact assessment on crop yield may increase if future climate projections are fed to crop models with parameters optimized under current climate conditions.
机译:贝叶斯方法,即马尔可夫链蒙特卡洛(MCMC)技术,被用于新开发的水稻大规模作物模型,以优化一组新的区域特定参数,并量化与模型参数相关的产量估算的不确定性。所开发的大型模型是基于过程的,并且从常规的野外规模模型按比例放大,从而可以满足大型模型的预期空间规模到高分辨率气候模型的典型网格大小。大型模型的范围涵盖了整个日本,但是针对日本每个地方政府区域进行了作物模拟。 MCMC技术具有强大的功能,可以优化非线性且相当复杂的模型中的多个参数。当作物模型研究人员在给定的观测条件下分析与模型参数相关的产量估算的不确定性时,贝叶斯方法的应用对于全面量化模型参数的不确定性非常有用。使用获得的参数和温度条件的后验分布对大型模型进行了敏感性分析,这是以前从未经历过的,以证明与大型模型参数的不确定性相关的产量估算不确定性的变化。在变暖条件下,单产估计的不确定性要比在以前的气候条件下所获得的不确定性要大。这就引起了一种担忧,即如果将未来的气候预测输入到在当前气候条件下优化了参数的作物模型中,对作物产量的影响评估的不确定性可能会增加。

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