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Direct Manipulation of Subdivision Surfaces on GPUs

机译:在GPU上直接操纵细分曲面

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We present an algorithm for interactive deformation of subdivision surfaces, including displaced subdivision surfaces and subdivision surfaces with geometric textures. Our system lets the user directly manipulate the surface using freely-selected surface points as handles. During deformation the control mesh vertices are automatically adjusted such that the deforming surface satisfies the handle position constraints while preserving the original surface shape and details. To best preserve surface details, we develop a gradient domain technique that incorporates the handle position constraints and detail preserving objectives into the deformation energy. For displaced subdivision surfaces and surfaces with geometric textures, the deformation energy is highly nonlinear and cannot be handled with existing iterative solvers. To address this issue, we introduce a shell deformation solver, which replaces each numerically unstable iteration step with two stable mesh deformation operations. Our deformation algorithm only uses local operations and is thus suitable for GPU implementation. The result is a real-time deformation system running orders of magnitude faster than the state-of-the-art multigrid mesh deformation solver. We demonstrate our technique with a variety of examples, including examples of creating visually pleasing character animations in real-time by driving a subdivision surface with motion capture data.
机译:我们提出一种用于细分曲面(包括位移细分曲面和具有几何纹理的细分曲面)的交互式变形的算法。我们的系统允许用户使用自由选择的表面点作为手柄直接操作表面。在变形期间,将自动调整控制网格顶点,以使变形表面满足手柄位置约束,同时保留原始表面形状和细节。为了最好地保留表面细节,我们开发了一种梯度域技术,该技术将手柄位置约束和细节保留目标纳入了变形能量。对于位移的细分曲面和具有几何纹理的曲面,变形能量是高度非线性的,无法使用现有的迭代求解器进行处理。为了解决这个问题,我们引入了一个壳变形求解器,用两个稳定的网格变形操作替换了每个数值不稳定的迭代步骤。我们的变形算法仅使用局部运算,因此适合GPU实现。结果是实时变形系统的运行速度比最新的多网格网格变形求解器快几个数量级。我们通过各种示例来演示我们的技术,包括通过使用运动捕捉数据驱动细分表面来实时创建视觉上令人愉悦的角色动画的示例。

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