针对约束纹理映射中三角网格极易发生形变的问题,本文提出一种基于均值坐标(Mean value coordinates)嵌入的约束纹理映射.使用基于局部/整体思想的ARAP(As-Rigid-As-Possible)算法参数化三维人脸网格,实验数据表明,参数化后的三维人脸...针对约束纹理映射中三角网格极易发生形变的问题,本文提出一种基于均值坐标(Mean value coordinates)嵌入的约束纹理映射.使用基于局部/整体思想的ARAP(As-Rigid-As-Possible)算法参数化三维人脸网格,实验数据表明,参数化后的三维人脸网格三角形角度变形和面积变形均为最小.在网格嵌入中,采用均值坐标(Mean value coordinates)嵌入,得到的模型更加平滑.本文对多幅人脸图像进行纹理映射,结果表明该方法能够取得良好的实验效果.展开更多
We present a novel approach to mesh deformation that enables simple context sensitive manipulation of 3 D geometry. The method is based on locally anisotropic transformations and is extended to global control directio...We present a novel approach to mesh deformation that enables simple context sensitive manipulation of 3 D geometry. The method is based on locally anisotropic transformations and is extended to global control directions. This allows intuitive directional modeling within an easy to implement framework. The proposed method complements current sculpting paradigms by providing further possibilities for intuitive surface-based editing without the need for additional host geometries. We show the anisotropic deformation to be seamlessly transferable to free boundary parameterization methods, which allows us to solve the hard problem of flattening compression garments in the domain of apparel design.展开更多
文摘针对约束纹理映射中三角网格极易发生形变的问题,本文提出一种基于均值坐标(Mean value coordinates)嵌入的约束纹理映射.使用基于局部/整体思想的ARAP(As-Rigid-As-Possible)算法参数化三维人脸网格,实验数据表明,参数化后的三维人脸网格三角形角度变形和面积变形均为最小.在网格嵌入中,采用均值坐标(Mean value coordinates)嵌入,得到的模型更加平滑.本文对多幅人脸图像进行纹理映射,结果表明该方法能够取得良好的实验效果.
文摘We present a novel approach to mesh deformation that enables simple context sensitive manipulation of 3 D geometry. The method is based on locally anisotropic transformations and is extended to global control directions. This allows intuitive directional modeling within an easy to implement framework. The proposed method complements current sculpting paradigms by providing further possibilities for intuitive surface-based editing without the need for additional host geometries. We show the anisotropic deformation to be seamlessly transferable to free boundary parameterization methods, which allows us to solve the hard problem of flattening compression garments in the domain of apparel design.
