TSUNAMI RUN-UP CONSIDERING TIME VARIATION OF DENSITY OF INUNDATION WATER

H. Matsutomi, T. Arikawa
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Abstract

Aiming for the advancement of tsunami load, historical and/or prospective tsunami scale evaluations, practical empirical formulas for evaluating friction factor K of inundation flow and density ρ of inundation water over a movable bed, which can be applied to a tsunami run-up theory, are proposed using experimental data whose amount (range) is increased (expanded) by carrying out additional experiments on ρ and run-up of inundation flow with sediment, and verification data of the above theory under a uniformly sloping movable bed condition are provided. Series solutions with a higher universality to the run-up of tsunami inundation flow with sediment over a uniformly sloping movable bed, in which both K and ρ depend on time, are derived under the conditions depending on an incident bore height h1 at shoreline (or an initial stored water depth), bed slope i, median particle diameter d50 of initial bed material, and examples of the solutions are shown. The solutions are applicable to the case that ρ is independent on time, i.e., the case of inundation flow without sediment over a movable bed or fixed bed. Including the case of inundation flow without sediment, validity of one of the solutions is also verified through a comparison with the verification data on run-up distance.
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考虑淹没水密度时间变化的海啸上升
针对海啸荷载、历史和/或未来海啸规模评估的进步,利用实验数据,提出了可应用于海啸上升理论的评估淹没流摩擦系数K和可动床上淹没水密度ρ的实用经验公式,这些实验数据的数量(范围)通过对淹没流的ρ和泥沙上升进行额外的实验而增加(扩大)。并给出了均匀倾斜动床条件下上述理论的验证数据。在海岸线入射钻孔高度h1(或初始储存水深)、河床坡度i、初始河床物质的中位粒径d50等条件下,导出了具有较高普遍性的海啸淹没流在均匀倾斜的可移动河床上的泥沙上升的级数解,其中K和ρ都依赖于时间,并给出了解的示例。解适用于ρ与时间无关的情况,即在活动河床或固定河床上无泥沙的泛滥水流的情况。在无泥沙淹没流的情况下,通过与爬升距离验证数据的对比,验证了其中一种解的有效性。
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