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Climate of Earth-like planets with high obliquity and eccentric orbits: Implications for habitability conditions

机译:具有高倾角和偏心轨道的类地球行星的气候:对宜居性条​​件的影响

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We explore the effects of seasonal variability for the climate of Earth-like planets as determined by the two parameters polar obliquity and orbital eccentricity using a general circulation model of intermediate complexity. In the first part of the paper we examine the consequences of different values of obliquity and eccentricity for the spatio-temporal patterns of radiation and surface temperatures as well as for the main characteristics of the atmospheric circulation. In the second part of the paper we analyse the associated implications for the habitability of planets close to the outer edge of the habitable zone (HZ). The second part focuses in particular on the multistability property of climate, i.e. the parallel existence of both an ice-free and an ice-covered climate state. Our results show that seasonal variability affects both the existence of and transitions between the two climate states. Moreover, our experiments reveal that planets with Earth-like atmospheres and high seasonal variability can have ice-free areas at much larger distance from the host star than planets without seasonal variability, which leads to a substantial expansion of the outer edge of the HZ. Sensitivity experiments exploring the role of azimuthal obliquity and surface heat capacity test the robustness of our results. On circular orbits, our findings obtained with a general circulation model agree well with previous studies based on one dimensional energy balance models, whereas significant differences are found on eccentric orbits. (C) 2014 Elsevier Ltd. All rights reserved.
机译:我们使用中等复杂性的一般环流模型探索了由两个参数极倾角和轨道偏心率确定的类地行星气候季节性变化的影响。在本文的第一部分中,我们研究了不同的倾角和偏心率值对辐射和表面温度的时空分布以及大气环流的主要特征的影响。在本文的第二部分中,我们分析了靠近可居住区(HZ)外缘的行星对可居住性的影响。第二部分特别关注气候的多重稳定性,即同时存在无冰状态和覆冰状态的气候状态。我们的结果表明,季节变化会影响两种气候状态的存在和过渡。此外,我们的实验表明,具有类似地球大气层和高季节性变化性的行星与无恒星的行星相比,离主恒星的距离可以具有更大的无冰面积,这导致了恒星外缘的显着扩展。探索方位角倾角和地表热容作用的敏感性实验检验了我们结果的稳健性。在圆形轨道上,我们通过一般循环模型获得的发现与基于一维能量平衡模型的先前研究非常吻合,而在偏心轨道上发现了显着差异。 (C)2014 Elsevier Ltd.保留所有权利。

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