基于图的核外FTLE和路径计算种子调度

Chun-Ming Chen, Han-Wei Shen
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引用次数: 19

摘要

随着科学数据集规模的不断增加,进行有效的数据分析和可视化变得越来越困难。台式计算机仍然是科学家们最喜欢的进行分析和可视化计算的平台,但通常没有足够的内存来一次加载整个数据集。对于时变流动可视化,有限时间李雅普诺夫指数(FTLE)允许人们通过量化流动分离来深入了解拉格朗日相干结构(LCS)的存在。为了获得高分辨率的FTLE场,FTLE的计算需要在每个网格点和每个时间步长对粒子进行跟踪。由于时变流数据的大小很容易超过桌面计算机中的可用内存量,因此非常需要能够将I/O开销降至最低的高效外核FTLE计算算法。为了解决这一问题,可以执行粒子跟踪的批处理模式计算,其中粒子被组织成不同的组,并且在任何时候只有一组粒子在时变场中平流。由于跟踪粒子需要沿着流路径按需加载必要的数据块,为了最大化数据的使用并最小化I/O成本,有效的粒子调度变得至关重要。主要的挑战是避免重新加载先前处理过的相同数据块。为了解决这个问题,我们将流建模为一个有向加权图,并利用马尔可夫链预测数据块之间的访问依赖关系,即粒子的路径。根据预测的路径,我们设计了一种优化方法,将粒子分组到不同的处理批次中,以最小化磁盘的块访问总数。实验结果表明,该调度算法优于基于一般空间填充顺序的调度算法。
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Graph-based seed scheduling for out-of-core FTLE and pathline computation
As the size of scientific data sets continues to increase, performing effective data analysis and visualization becomes increasingly difficult. Desktop machines, still the scientists' favorite platform to perform analysis and visualization computation, usually do not have enough memory to load the entire data set all at once. For time-varying flow visualization, the Finite-Time Lyapunov Exponent (FTLE) allows one to glean insight into the existence of the Lagrangian Coherence Structures (LCS) by quantifying the separation of flows. To obtain high resolution FTLE fields, the computation of FTLE requires tracing particles from every grid point and at every time step. Because the size of the time-varying flow data can easily exceed the amount of available memory in the desktop machines, efficient out-of-core FTLE computation algorithms that minimize the I/O overhead are very much needed. To tackle this problem, one can perform a batch mode computation of particle tracing where the particles are organized into different groups, and at any time only one group of particles are advected in the time-varying field. Since tracing particles requires loading the necessary data blocks on demand along the flow paths, to maximize the usage of the data and minimize the I/O cost, an effective scheduling of particles becomes essential. The main challenge is to avoid reloading the same data blocks that were previously processed. In this paper, to solve the problem we model the flow as a directed weighted graph and predict the access dependency among the data blocks, i.e., the path of particles, using Markov chain. With the predicted path we devise an optimization method that groups the particles into different processing batches to minimize the total number of block accesses from the disk. Experimental results show that our scheduling algorithm performs better than algorithms based on a general space-filling ordering.
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