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A technique for specifying region of interest in the vector field based on 3D LIC

机译:基于3D LIC的向量场中指定关注区域的技术

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Line integral convolution (LIC) is an effective and powerful technique for generating images from vector fields. In the 3D-LIC, it is very important to select an adequate region of interest (ROI) in the vector field. One way for specifying ROI is to use a surface defined in the vector field. Another way is to use a significance map that defines an ROI related value at each point in the vector field. To represent an anisotropic vector field around a vortex center in an understandable way, we introduced a time-oriented significance map. Our technique for specifying ROI is to use a passage-time for a mass-less particle to travel from nearby vortex center to a pixel location. In our technique, what we call "restricted LIC technique (RLIC)," refers to the passage-time buffer before we start the convolution process at a pixel location. The original RLIC technique is 2-D based. In this paper, we extend this technique to 3-D. To confirm the effectiveness of our technique, we use an anisotropic swirl vector field and construct two types of significance maps, a distance-oriented map and a time-oriented map. We will show the difference in the resulting images that are generated from these significance maps.
机译:线积分卷积(LIC)是一种用于从矢量场生成图像的有效而强大的技术。在3D-LIC中,在向量字段中选择适当的关注区域(ROI)非常重要。指定ROI的一种方法是使用在向量字段中定义的表面。另一种方法是使用重要性图,该重要性图在矢量字段的每个点上定义ROI相关值。为了以一种易于理解的方式表示围绕涡旋中心的各向异性矢量场,我们引入了面向时间的重要性图。我们指定ROI的技术是使用无质量粒子的通过时间从附近的涡旋中心传播到像素位置。在我们的技术中,所谓的“受限LIC技术(RLIC)”是指在像素位置开始卷积过程之前的经过时间缓冲区。原始的RLIC技术是基于2D的。在本文中,我们将此技术扩展到了3D。为了证实我们技术的有效性,我们使用各向异性旋流矢量场并构造两种类型的重要性图,即面向距离的图和基于时间的图。我们将显示从这些重要性图生成的结果图像中的差异。

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