论文标题
使用贝叶斯随机能量平衡框架分开内部和外部对全球温度变异性的贡献
Separating internal and externally-forced contributions to global temperature variability using a Bayesian stochastic energy balance framework
论文作者
论文摘要
地球的温度变异性可以分配到内部和外部构成的组件中。然而,潜在的机制及其相对贡献仍然不足以理解,尤其是在百年纪念时间尺度的衰老中。这样做的重要原因是隔离内部和外部易变的变异性困难。在这里,我们提供了全局平均表面温度(GMST)变异性的物理动机仿真,这允许内部和外部变化分离。为此,我们介绍了``Climbayes''软件包,该软件包以贝叶斯方法从随机能源平衡模型(EBM)中渗透了气候参数。我们将我们的方法应用于来自温度观测值的GMST数据和上次千年模拟的20个中级模型到高复杂性的千年模拟。这产生了EBM强制和强制 +内部响应的最佳估计,我们称为模拟可变性。时间尺度依赖性方差是从光谱分析获得的。特别是,我们将模拟和强制性的内部差异与百年纪念日的模拟 +内部差异与GMST目标对比。我们的发现表明,随机EBM与现代气候模型模拟的GMST的功率谱和时间尺度依赖性方差紧密接近。年际时标的小偏差可以归因于内部变异性的简化表示,尤其是在随机EBM中没有(伪 - )振荡模式。总的来说,我们证明了将贝叶斯推断与概念气候模型相结合的潜力,以模仿跨时标的气候变量的统计数据。
Earth's temperature variability can be partitioned into internal and externally-forced components. Yet, underlying mechanisms and their relative contributions remain insufficiently understood, especially on decadal to centennial timescales. Important reasons for this are difficulties in isolating internal and externally-forced variability. Here, we provide a physically-motivated emulation of global mean surface temperature (GMST) variability, which allows for the separation of internal and external variations. To this end, we introduce the ``ClimBayes'' software package, which infers climate parameters from a stochastic energy balance model (EBM) with a Bayesian approach. We apply our method to GMST data from temperature observations and 20 last millennium simulations from climate models of intermediate to high complexity. This yields the best estimates of the EBM's forced and forced + internal response, which we refer to as emulated variability. The timescale-dependent variance is obtained from spectral analysis. In particular, we contrast the emulated forced and forced + internal variance on interannual to centennial timescales with that of the GMST target. Our findings show that a stochastic EBM closely approximates the power spectrum and timescale-dependent variance of GMST as simulated by modern climate models. Small deviations at interannual timescales can be attributed to the simplified representation of internal variability and, in particular, the absence of (pseudo-)oscillatory modes in the stochastic EBM. Altogether, we demonstrate the potential of combining Bayesian inference with conceptual climate models to emulate statistics of climate variables across timescales.