Numerical simulations are commonly used to understand the parameter dependence of given spatio-temporal phenomena. Sampling a multi-dimensional parameter space and running the respective simulations leads to an ensemble of a large number of spatio-temporal simulation runs. A main objective for analyzing the ensemble is to partition (or segment) the multi-dimensional parameter space into connected regions of simulation runs with similar behavior. To facilitate such an analysis, we propose a novel visualization method for multi-dimensional parameter-space partitions. Our visualization is based on the concept of a hyper-slicer, which allows for undistorted views of the parameter-space segments' extent and transitions. For navigation within the parameter space, interactions with a 2D embedding of the parameter-space samples, including their segment memberships, are supported. Parameter-space partitions are generated in a semi-automatic fashion by analyzing the similarity space of the ensemble's simulation runs. Clusters of similar simulation runs induce the segments of the parameter-space partition. We link the parameter-space partitioning visualizations to similarity-space visualizations of the ensemble's simulation runs and embed them into an interactive visual analysis tool that supports the analysis of all facets of the spatio-temporal simulation ensemble targeted at the overarching goal of analyzing the parameter-space partitioning. The partitioning can then be visually analyzed and interactively refined. We evaluated our approach with experts within case studies from three different domains.
翻译:数字模拟通常用于理解给定的spatio- 时空现象的参数依赖性。 采集一个多维参数空间并运行相应的模拟导致大量spatio- 时空模拟运行的混合体。 分析组合体的主要目的之一是将多维参数空间分隔( 或部分) 进入模拟运行的类似区域。 为了便于进行这样的分析, 我们为多维参数- 空间分区提议了一个新颖的可视化方法。 我们的可视化基于超镜的概念, 允许对参数- 空间段的大小和过渡进行非扭曲的视图。 对于参数空间内部的导航, 支持与参数- 空间样本的2D嵌入性互动, 包括其部分成员。 参数- 空间分区间隔以半自动方式生成, 分析该模拟器的类似空间模拟空间分区运行。 类似的模拟组将参数- 参数- 空间分区分析的精细度分析与分析的直观- 模拟轨道分析 将参数- 的可视化域间距 与模拟分析的直观- 分析工具的流进化分析联系起来。 我们将参数- 将参数- 的直观- 的直观- 的直观- 的轨分析结果- 模拟分析结果- 的直观- 的流判分析结果- 将所有模拟分析与模拟分析与模拟的流、 的直观- 模拟分析结果- 模拟分析结果- 模拟分析结果- 的轨道分析过程- 工具的直观- 的轨道分析结果- 都支持它们支持。