三维形状数据的参数化配准与变形

T. Masuda, K. Ikeuchi
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引用次数: 1

摘要

在本文中,我们研究了传统的配准实现,包括旋转和平移,以设计最精确的配准,以准确地恢复物体的三维形状。为了实现最准确的配准,我们的配准实现需要对数据噪声或数据的初始姿态和位置具有鲁棒性。为了验证所实现配准的准确性,我们将所实现的配准行为与常规方法的配准行为进行了比较,并对所实现的配准所获得的变换参数的数值精度进行了评价。然而,仅通过刚体变换进行配准是不够的,还需要进行变形配准。在本文中,我们将鲁棒配准扩展到同时估计形状参数和刚体转换参数。这种推广方法假定变形是严格从变形机理出发的。另外还介绍了该方法的应用。
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Registration and Deformation of 3D Shape Data through Parameterized Formulation
In this paper, we investigate conventional registration implementation, consisting of rotation and translation, to design the most precise registration so as to accurately restore the 3D shape of an object. To achieve the most accurate registration, our registration implementation needs robustness against data noise, or initial pose and position of data. To verify the accuracy of our implemented registration, we compare the registration behavior with the registration behavior of conventional methods, and evaluate the numerical accuracy of transformation parameter obtained by our registration. However, registration by rigid-body transformation is not enough for modeling and shape comparison: registration with deformation is needed. In this paper, we extend our robust registration to simultaneously estimate the shape parameter as well as the rigid-body transformation parameter. This extension method assumes that the deformation is formulated strictly from the deformation mechanism. We additionally introduce the applications of our extension method.
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