案例研究:利用拉格朗日-欧拉时间曲面可视化海流垂直运动

J. Grant, G. Erlebacher, J. F. O'Brien
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引用次数: 14

摘要

海洋模型模拟通常假设海洋是流体静力的,导致垂直运动接近于零。所发现的垂直运动通常与温跃层深度随时间的变化有关,这主要是海洋锋、漩涡和内波的发展和运动的结果。提出了一种从拉格朗日-欧拉平流扩展而来的新技术,以帮助理解与温跃层深度随时间变化相关的垂直运动变化。时间曲面根据流动在一个方向上正确地变形。时间曲面的演化是通过欧拉和拉格朗日技术的混合来计算的。主要的水平运动使用纹理平流纹理到表面上,而水平和垂直运动都用于置换表面。生成的表面被阴影以增强对比度。计时表明,标准2D纹理平流的开销不超过12%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Case study: Visualizing ocean flow vertical motions using Lagrangian-Eulerian time surfaces
Ocean model simulations commonly assume the ocean is hydrostatic, resulting in near zero vertical motion. The vertical motion found is typically associated with the variations of the thermocline depth over time, which are mainly a result of the development and movement of ocean fronts, eddies, and internal waves. A new technique, extended from Lagrangian-Eulerian Advection, is presented to help understand the variation of vertical motion associated with the change in thermocline depth over time. A time surface is correctly deformed in a single direction according to the flow. The evolution of the time surface is computed via a mixture of Eulerian and Lagrangian techniques. The dominant horizontal motion is textured onto the surface using texture advection, while both the horizontal and vertical motions are used to displace the surface. The resulting surface is shaded for enhanced contrast. Timings indicate that the overhead over standard 2D texture advection is no more than 12%.
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