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A perspective shape-from-shading method using fast sweeping numerical scheme

机译:使用快速扫描数值方案的透视阴影阴影法

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摘要

Shape-from-shading (SFS) is an approach of 3-D shape reconstruction from only one image. A new perspective SFS method is proposed in this paper. Firstly, a reflectance map equation under perspective projection is introduced. Then, the reflectance map equation turns into a static Hamilton-Jacobi equation. So the SFS problem is formulated as a viscosity solution of the static Hamilton-Jacobi equation. The fast sweeping numerical method is used to solve the Hamilton-Jacobi equation and a new SFS method is gained. At last, experiments on both synthetic and real images are given. Experiments on the synthetic image show that the proposed SFS method is fast and accurate. Results of the real image show the efficiency of the proposed method when dealing with complicated real surface, and new criteria to evaluate the performance of the method are proposed.
机译:阴影形状(SFS)是仅从一个图像进行3-D形状重建的方法。本文提出了一种新的透视SFS方法。首先,介绍了透视投影下的反射率映射方程。然后,反射率映射方程式变成静态的Hamilton-Jacobi方程式。因此,SFS问题被公式化为静态Hamilton-Jacobi方程的粘性解。使用快速扫描数值方法求解Hamilton-Jacobi方程,并获得了一种新的SFS方法。最后,给出了合成图像和真实图像的实验。在合成图像上的实验表明,所提出的SFS方法是快速,准确的。真实图像的结果表明了该方法在处理复杂的真实表面时的有效性,并提出了评估该方法性能的新标准。

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