4.3 Article

Normal manipulation for bas-relief modeling

期刊

GRAPHICAL MODELS
卷 114, 期 -, 页码 -

出版社

ACADEMIC PRESS INC ELSEVIER SCIENCE
DOI: 10.1016/j.gmod.2021.101099

关键词

Bas-relief; Normal image; Height field; Detail transfer; Variational optimization; Screened Poisson equation

资金

  1. National Natural Science Foundation of China [61572161,61772293]
  2. Zhejiang Provincial Science and Technology Program in China [2018C01030]
  3. EPSRC [EP/J02211X/1]
  4. Research Grants Council of Hong Kong SAR [CityU 118512]
  5. City University of Hong Kong [SRG 7004072]

向作者/读者索取更多资源

This paper introduces a normal-based modeling framework for bas-relief generation and stylization by processing normal images from a geometric perspective. The method can generate new normal images and build bas-reliefs from a single RGB image and its edge-based sketch lines. Additionally, an auxiliary function is introduced to represent a smooth base surface or generate a layered global shape, expanding the bas-relief shape space.
We introduce a normal-based modeling framework for bas-relief generation and stylization which is motivated by the recent advancement in this topic. Creating bas-relief from normal images has successfully facilitated basrelief modeling in image space. However, the use of normal images in previous work is restricted to the cut-andpaste or blending operations of layers. These operations simply treat a normal vector as a pixel of a general color image. This paper is intended to extend normal-based methods by processing the normal image from a geometric perspective. Our method can not only generate a new normal image by combining various frequencies of existing normal images and details transferring, but also build bas-reliefs from a single RGB image and its edge-based sketch lines. In addition, we introduce an auxiliary function to represent a smooth base surface or generate a layered global shape. To integrate above considerations into our framework, we formulate the bas-relief generation as a variational problem which can be solved by a screened Poisson equation. One important advantage of our method is that it can generate more styles than previous methods and thus it expands the bas-relief shape space. We experimented our method on a range of normal images and it compares favorably to other popular classic and state-of-the-art methods.

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