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  <title><![CDATA[PhD Defense by Weiqiang Jing]]></title>
  <body><![CDATA[<p><strong>Announcement distributed 13 days in advance of the defense with approval from the Associate Chair for Graduate Programs</strong></p><p>&nbsp;</p><p><strong>Ph.D. Thesis Defense Announcement</strong></p><p>Advances in Understanding and Modeling of Heat Transfer across Earth’s Surfaces</p><p><strong>By</strong></p><p>Weiqiang Jing</p><p><strong>Advisor</strong>:</p><p>Dr. Jingfeng Wang</p><p><strong>Committee Members</strong>: Dr. Jian Luo (CEE), Dr. Aris Georgakakos (CEE), Dr. Yi Deng (EAS), Dr. Heping Liu (Washington State University)</p><p><strong>Date and Time:</strong>&nbsp;August 18, 2025. 12:00PM-2:00PM</p><p><strong>Location</strong>: SEB 122</p><p><strong>Zoom Meeting ID</strong>: 971 7184 1840 Passcode: 328377</p><p><em>Complete announcement, with abstract, is attached.</em></p><p>Abstract:<br>Heat transfer processes fundamentally control Earth's surface energy balance, governing<br>atmospheric circulation, hydrological cycles, and climate feedback. While numerical<br>models have dominated Earth system science for decades, they face limitations including<br>limited interpretability, inadequate description of micro-scale phenomena and high<br>computational costs. This thesis presents a series of advancements in understanding and<br>modeling heat transfer across various surfaces including land, water and snow.<br>A new dynamic equation of surface temperature forced by solar radiation is postulated<br>based on a special case of transparent medium of snow. The equation links the change<br>rate of surface temperature to radiation and surface heat flux. Solar radiation term is<br>explicitly included in the dynamic equation for transparent media such as snow, water<br>and ice. The dynamic equation for transparent media reduces to the well-known forcerestore<br>model of soil surface temperature. The general dynamic equation of surface<br>temperature has been successfully validated for the case of snow over the Arctic and<br>Antarctica regions.<br>A mechanistic study is conducted on the dynamics of inverse temperature layer (ITL)<br>beneath water-atmosphere interface within which temperature increases in depth.<br>Existence of the ITL is a necessary condition of heat transfer from water into the<br>atmosphere to balance latent heat (evaporation), sensible heat flux and net longwave<br>radiation loss. Observations suggest that contrary to the thin (millimeter thick) cool-skin<br>on the top of ocean with negligible thermal storage, the depth of the ITL is much larger<br>and has substantial heat storage resulting from the absorption of solar radiation.<br>Therefore, understanding the behavior of the ITL is crucial for determining the available<br>energy for evaporation, which has become an increasingly significant driver of water loss<br>in many regions. Our analysis suggests that solar radiation and wind-driven surface layer<br>turbulence are shown to be the dominant mechanisms of the formation and diurnal cycle<br>of the ITL. The formation of daytime ITL requires sufficiently strong solar radiation<br>intensity and moderate wind-driven surface layer turbulent mixing. ITL prevails during<br>the night regardless of the daytime solar radiation intensity and wind speed. This study is<br>supported by field observations at an inland lake, provide potential new opportunities of<br>improving water-surface evaporation models.<br>A special focus is given to address the need for more accurate predictions of the<br>accelerated permafrost thawing as a result of Arctic warming. This is urgent as<br>permafrost degradation causes the decay of once-frozen organic matter and potentially<br>transforming the Arctic into a net source of greenhouse gases. Our study on the Stefan<br>problem, a prototype mathematical model for permafrost freezing and thawing, has led to<br>the first analytical solutions for the temperature distribution and active layer thickness<br>under general boundary conditions of time-varying surface temperature and heat flux.<br>They remove a “deadlock” in the study of freeze/thaw processes that has made<br>researchers to resort to numerical simulations with high computational cost. The classical<br>similarity solution of the Stefan problem is shown to be a special case under idealized<br>condition of constant surface temperature. The good performance of the proposed model<br>is supported by the field observations in the Arctic permafrost region covered with forest.<br>Lastly, two critical yet often overlooked processes in snow warming: 1) the “snow<br>greenhouse effect”, where maximum daytime temperature occur below the snow surface<br>and 2) the transition from a cold, subfreezing snowpack to an isothermal state. An<br>analytical model incorporating depth-varying thermal properties and volumetric solar<br>absorption successfully reproduces the “snow greenhouse effect”, with simulated<br>temperature profiles aligning well with observations. For the isothermal process, energy<br>balance analysis of a moving isothermal front indicates that it is driven solely by<br>volumetric solar heating rather than conduction. A conceptual model further shows that<br>stronger solar radiation intensity, deeper penetration depth, and warmer initial<br>temperature profile lead to faster isothermal onset. These findings are critical for<br>improving predictions of snowmelt timing and rates, which are especially important for<br>water resource planning, including storage management, irrigation scheduling, and<br>hydropower operations.<br>Collectively, these studies improve the understanding and modeling of heat transfer<br>across Earth's surfaces. The new models resulting from the thesis research have broad<br>applicability in Earth system science for addressing the environmental challenges of the<br>21st century.</p>]]></body>
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