Abstract: Presented are systems and methods that change the order in which triangles are rendered, to improve post-transform vertex cache efficiency and reduce view-independent overdraw. The resulting triangle orders are orders magnitude faster to compute compared to previous methods. The improvements in processing speed allow such methods to be performed on a model after it is loaded (i.e., when more information on the host hardware is available). Also, such methods can be executed interactively, allowing for re-optimization in case of changes to geometry or topology, which happen often in CAD/CAM applications.

Abstract: Techniques and tools for mesh processing are described. For example, a multi-chart geometry image represents arbitrary surfaces on object models. The multi-chart geometry image is created by resampling a surface onto a regular 2D grid, using a flexible atlas construction to map the surface piecewise onto charts of arbitrary shape. This added flexibility reduces parameterization distortion and thus provides greater geometric fidelity, particularly for shapes with long extremities, high genus, or disconnected components. As another example, zippering creates a watertight surface on reconstructed triangle meshes. The zippering unifies discrete paths of samples along chart boundaries to form the watertight mesh.

Abstract: Presented are systems and methods that change the order in which triangles are rendered, to improve post-transform vertex cache efficiency and reduce view-independent overdraw. The resulting triangle orders are orders magnitude faster to compute compared to previous methods. The improvements in processing speed allow such methods to be performed on a model after it is loaded (i.e., when more information on the host hardware is available). Also, such methods can be executed interactively, allowing for re-optimization in case of changes to geometry or topology, which happen often in CAD/CAM applications.

Abstract: Techniques and tools for mesh processing are described. For example, a multi-chart geometry image represents arbitrary surfaces on object models. The multi-chart geometry image is created by resampling a surface onto a regular 2D grid, using a flexible atlas construction to map the surface piecewise onto charts of arbitrary shape. This added flexibility reduces parameterization distortion and thus provides greater geometric fidelity, particularly for shapes with long extremities, high genus, or disconnected components. As another example, zippering creates a watertight surface on reconstructed triangle meshes. The zippering unifies discrete paths of samples along chart boundaries to form the watertight mesh.