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Spatially Varying Temperature Trends in a Central California Estuary

机译:加利福尼亚中部河口的温度变化趋势

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We consider monthly temperature data collected over a period of 16 years at 24 stations in the estuarine wetlands of the Elkhorn Slough watershed, located in the Monterey Bay area in Central California, USA. Our goal is to develop a statistical modelin order to separate the seasonal cycle, short-term fluctuations, and long-term trends, while accounting for the spatial variability of these features. In the model, each station has a specific, time-invariant mixture of two seasonal patterns, to encompass the spatial variability of oceanic influence. Likewise, trends are modeled as local mixtures of two patterns, to include the spatial variability of long-term temperature change. Finally, all stations share a common baseline, whose temporal variabilityis linearly dependent on a variable that summarizes several atmospheric measurements. We use a Bayesian approach with a purposely developed Markov chain Monte Carlo method to explore the posterior distribution of the parameters. We find that the seasonal cycles have changed in time, that neighboring stations can have substantially different behaviors, and that most stations show significant warming trends.
机译:我们考虑了位于美国中部加利福尼亚州蒙特利湾地区Elkhorn Slough流域河口湿地的24个站点在16年内收集的每月温度数据。我们的目标是开发一个统计模型,以分离季节周期,短期波动和长期趋势,同时考虑这些特征的空间变异性。在模型中,每个站点都有两个季节模式的特定,时不变的混合,以涵盖海洋影响的空间变异性。同样,将趋势建模为两种模式的局部混合,以包括长期温度变化的空间变异性。最后,所有测站共享一个共同的基线,其时间变化线性地依赖于总结几个大气测量值的变量。我们使用贝叶斯方法和专门开发的马尔可夫链蒙特卡洛方法来探索参数的后验分布。我们发现季节性周期随时间改变了,相邻的台站可能具有截然不同的行为,并且大多数台站都显示出明显的变暖趋势。

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