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Influence of air temperature and snow cover accumulation regimes on ground freezing depth variations in Moscow region

机译:空气温度和雪覆盖累积制度对莫斯科地区地面冻结深度变化的影响

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According to developed algorithm and calculating scheme the calculations of ground freezing depth variations for observation sites of meteorological stations of Moscow region (Mozhaysk, Kolomna) were performed on basis of meteorological data on air temperature and snow cover thickness for winter periods of 1988/89-2018/19. The comparison of calculated and available in open access observation data on ground freezing depth for these winter periods was also conducted and indicated good correspondence. The calculating scheme for ground freezing is constructed on basis of three layer media heat conductivity problem (snow cover, frozen and thawed ground) with phase transition on the boundary of frozen and unfrozen ground. Heat balance equation includes phase transition energy, inflow of heat from unfrozen ground and outflow to frozen ground, snow cover and atmosphere. The heat flux is calculated on basis of Fourier law as a product of heat conductivity and temperature gradient. It is supposed, that temperature changes in each media linearly.
机译:根据发育算法和计算方案,根据1988/89的冬季期间的气象数据进行莫斯科区莫斯科区(Mozhaysk,Kolomna)的气象站观测位点的地面冰点深度变化的计算。 2018/19。还进行了对这些冬季周期接地冷冻深度的开放式检测数据中计算和可用的比较,并表明了良好的对应。基于三层介质导热率问题(雪覆盖,冷冻和解冻地)构建地面冻结的计算方案,在冷冻和光泽的地面边界上具有相变。热平衡方程包括相变能,来自未解冻的地面和流出的热量流入冻结地,雪覆盖和大气。作为导热系数和温度梯度的乘积,基于傅立叶定律计算热通量。假设,该温度在每个介质线性地发生变化。

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