Invention Grant
- Patent Title: Methods and systems for characterizing concept drawings and estimating three-dimensional information therefrom
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Application No.: US15201082Application Date: 2016-07-01
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Publication No.: US09965843B2Publication Date: 2018-05-08
- Inventor: Cloud Yunfei Shao , Adrien Bousseau , Alla Sheffer , Karansher Singh
- Applicant: The University of British Columbia , The Governing Council of the University of Toronto , Institut National de Recherche en Informatique et en Automatique (Inria)
- Applicant Address: CA Vancouver CA Toronto FR Le Chesnay
- Assignee: The University of British Columbia,The Governing Councel of the University of Toronto,Institut National de Recherche en Informatique et en Automatique (Inria)
- Current Assignee: The University of British Columbia,The Governing Councel of the University of Toronto,Institut National de Recherche en Informatique et en Automatique (Inria)
- Current Assignee Address: CA Vancouver CA Toronto FR Le Chesnay
- Agency: Chernoff Vilhauer, LLC
- Main IPC: G06T7/00
- IPC: G06T7/00 ; G06T7/543 ; G06T7/60 ; G06T11/20 ; G06T17/10 ; G06K9/00 ; G06K9/22 ; G06K9/48 ; G06K9/52

Abstract:
Methods for characterizing two-dimensional concept drawings are disclosed. The concept drawings comprise cross-sections intersecting at cross-hairs. The method comprises: determining, for each cross-section: a plane on which the cross-section is located, the plane having a normal vector in a three-dimensional coordinate system; and, for each cross-hair on the cross-section, a tangent vector in the three-dimensional coordinate system which is tangent to the cross-section at the cross-hair. For each cross-hair comprising ith and jth intersecting cross-sections, one or more constraints are satisfied, the constraints comprising: the normal vector ni of the plane on which the ith cross-section is located is at least approximately orthogonal to the normal vector nj of the plane on which the jth cross-section is located; and the tangent vector tij to the ith cross-section at the cross-hair is at least approximately orthogonal to the tangent vector tji to the jth cross-section at the cross-hair.
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