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      氣候變化研究進展 ?? 2011, Vol. 7 ?? Issue (1): 18-22.

      ? 氣候系統(tǒng)變化 ? 上一篇    下一篇

      過去0.8 Ma期間的地表溫度數(shù)值模擬研究

      張悅1,石廣玉2   

      1. 1. 中國科學院青藏高原研究所;中國科學院研究生院
        2. 中國科學院大氣物理研究所
      • 收稿日期:2010-05-06 修回日期:2010-05-10 出版日期:2011-01-30 發(fā)布日期:2011-01-31
      • 通訊作者: 張悅 E-mail:yz@itpcas.ac.cn

      Simulation of Surface Temperature over the Past 0.8 Ma

      Zhang Yue,   

      • Received:2010-05-06 Revised:2010-05-10 Online:2011-01-30 Published:2011-01-31
      • Contact: Zhang Yue E-mail:yz@itpcas.ac.cn

      摘要: 使用一個改進的二維能量平衡模式模擬了過去0.8 Ma冰期-間冰期旋回期間北半球各緯度帶的地表溫度,并以65°N的地表溫度為代表與南極冰芯記錄進行了比較。通過敏感性試驗,分析了日射量、溫室氣體、沙塵氣溶膠強迫和水汽反饋的輻射-氣候效應。結(jié)果顯示,日射量變化不足以解釋冰期-間冰期旋回期間北半球的地表溫度變化,大氣溫室氣體(二氧化碳和甲烷)、沙塵氣溶膠強迫和水汽反饋等對更新世晚期以來的氣候變化影響較大。加入上述強迫因子和反饋機制后,模擬的65°N地表溫度與南極溫度的相關(guān)系數(shù)由單純考慮日射量的0.24增加為0.60;氣候系統(tǒng)對上述強迫因子以及反饋機制的響應呈現(xiàn)出非線性特征。

      關(guān)鍵詞: 冰期-間冰期旋回, 能量平衡模式, 輻射強迫, 物理反饋, glacial-interglacial cycle, energy balance mode, radiative forcing, physical feedback

      Abstract: The surface temperature in Northern Hemisphere over the past 0.8 Ma was simulated using an improved 2-D energy balance model, and the simulated 65°N surface temperature was compared with the Antarctic ice core record. The climatic effects of integrated insolation, greenhouse gases and dusts, and feedback process of water vapor were investigated via five sensitivity experiments, respectively. The results suggest that the insolation variability given by the Milankovitch theory can’t fully explain the surface temperature changes of the glacial-interglacial cycles in the Northern Hemisphere in the past 0.8 Ma. The influences of the radiative forcing of greenhouse gases and dust, and water vapor on the climate changes since late Pleistocene were very significant. After considering these factors, the correlation coefficient between simulated 65°N surface temperatures and Antarctic temperatures increased from 0.24 in the first test to 0.60 in the fifth one. Finally, the climate system in the model responded to the above forcings and feedbacks nonlinearly.

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