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Dissolution kinetics of trapped air in a spherical void: Modeling the long-term saturation of cementitious materials

机译:球形空隙中捕获空气的溶出动力学:模拟水泥材料的长期饱和

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The saturation of air-entrained cementitious materials governs their resistance to freeze-thaw cycles. Upon immersion in water, water is sucked in the capillary porosity and part of the air initially present is trapped. This trapped air slowly dissolves and diffuses outward, leading to a slowly increasing saturation. Building on efforts in fields ranging from gas-liquid interfaces to multi-phase transport and cement sciences, a model is derived to describe the governing physics behind the long-term saturation rate in immersed cementitious materials due to the dissolution and diffusion of trapped gaseous air in a spherical air void. We model how liquid water continuously enters a single air void and how various material properties influence the time to complete dissolution of air trapped in the spherical void. The relative influence of advection, diffusion, and various materials properties are studied and the model results are found to agree with imaging studies and theoretical models.
机译:空气夹带的水泥材料的饱和度控制了它们对冻融循环的抵抗力。 在浸入水后,水被吸入毛细血管孔隙率并且最初存在的空气部分被捕获。 这种被捕获的空气慢慢溶解并向外扩散,导致饱和缓慢的饱和度。 建立在瓦斯 - 液体界面到多相传输和水泥科学的努力的努力,由于捕获气态空气的溶解和扩散,将模型描述为描述浸渍的水泥材料中长期饱和率的控制物理学 在球形空气中。 我们模型如何连续进入单个空气空气,以及各种材料特性如何影响捕获在球形空隙中的空气溶解的时间。 研究了平流,扩散和各种材料特性的相对影响,并发现模型结果与成像研究和理论模型一致。

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