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Estimating the Impact of Artificially Injected Stratospheric Aerosols on the Global Mean Surface Temperature in the 21th Century

机译:估算21世纪人工注入的平流层气溶胶对全球平均表面温度的影响

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In this paper, we apply the optimal control theory to obtain the analytic solutions of the two-component globally averaged energy balance model in order to estimate the influence of solar radiation management (SRM) operations on the global mean surface temperature in the 21st century. It is assumed that SRM is executed via injection of sulfur aerosols into the stratosphere to limit the global temperature increase in the year 2100 by 1.5 °C and keeping global temperature over the specified period (2020–2100) within 2 °C as required by the Paris climate agreement. The radiative forcing produced by the rise in the atmospheric concentrations of greenhouse gases is defined by the Representative Concentration Pathways and the 1pctCO 2 (1% per year CO 2 increase) scenario. The goal of SRM is formulated in terms of extremal problem, which entails finding a control function (the albedo of aerosol layer) that minimizes the amount of aerosols injected into the upper atmosphere to satisfy the Paris climate target. For each climate change scenario, the optimal albedo of the aerosol layer and the corresponding global mean surface temperature changes were obtained. In addition, the aerosol emission rates required to create an aerosol cloud with optimal optical properties were calculated.
机译:在本文中,我们应用最优控制理论来获得两成分全球平均能量平衡模型的解析解,以便估算太阳辐射管理(SRM)操作对21世纪全球平均地表温度的影响。假设通过向平流层注入硫气溶胶来执行SRM,以将2100年的全球温度升高限制在1.5°C以内,并将指定时期(2020-2100)的全球温度保持在2°C以内,巴黎气候协定。代表浓度途径和1pctCO 2(每年CO 2每年增加1%)的情景定义了温室气体大气浓度升高产生的辐射强迫。 SRM的目标是根据极端问题制定的,这需要找到一种控制功能(气溶胶层的反照率),该功能可最大程度地减少注入高层大气的气溶胶的量,以满足巴黎的气候目标。对于每种气候变化情况,都获得了气溶胶层的最佳反照率和相应的全球平均表面温度变化。另外,计算了产生具有最佳光学性能的气雾云所需的气溶胶排放速率。

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