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Showing 1 to 5 of 5 for “"geometric trimming"”.

  1. Geometric trimming of B-spline surfaces

    This research studies the topic of geometric surface trimming. Most of the work that has been done on surface trimming refers to visual trimming, in which, unwanted portions of a surface patch are not removed but simply hidden. Geometric trimming actually removes the unwanted portion of a surface …

    vt Repository record for Geometric trimming of B-spline surfaces (opens in a new tab)

  2. An optimal approach to geometric trimming of B-spline surfaces

    Geometric trimming of a surface involves removal of unwanted portions of the surface and providing a new mathematical description for the trimmed patch. This entails creating a new geometry for the trimmed patch, which closely approximates the corresponding portion on the original patch. The …

    vt Repository record for An optimal approach to geometric trimming of B-spline surfaces (opens in a new tab)

  3. Optimal Geometric Trimming of B-spline Surfaces for Aircraft Design

    … in a uniform format. Unlike the visual trimming of B-spline surfaces, which hides unwanted portions in rendering, the geometric trimming approach provides a mathematically clean representation. This dissertation focuses on the geometric trimming of fuselage and wing components …

    vt Repository record for Optimal Geometric Trimming of B-spline Surfaces for Aircraft Design (opens in a new tab)

  4. Geometric Trimming and Curvature Continuous Surface Blending for Aircraft Fuselage and Wing Shapes

    … on surface blending is based on visual trimming. In the process of visual trimming, the unwanted portion of a surface is only hidden but not removed. Geometric trimming provides a complete mathematical description of the wanted portion of the trimming surface, and generates a new …

    vt Repository record for Geometric Trimming and Curvature Continuous Surface Blending for Aircraft Fuselage and Wing Shapes (opens in a new tab)

  5. Error Visualization in Comparison of B-Spline Surfaces

    Geometric trimming of surfaces results in a new mathematical description of the matching surface. This matching surface is required to closely resemble the remaining portion of the original surface. Typically, the approximation error in such cases is measured with a view to minimize it. The data …

    vt Repository record for Error Visualization in Comparison of B-Spline Surfaces (opens in a new tab)