-
公开(公告)号:US20170148209A1
公开(公告)日:2017-05-25
申请号:US15108704
申请日:2015-07-07
Applicant: Landmark Graphics Corporation
Inventor: Zitao Xu , Genbao Shi , Andres Cesar Callegari , ChiKang David Chien , Jeffrey Marc Yarus
CPC classification number: G06T15/80 , G06T15/005 , G06T15/04
Abstract: A consecutive set of data points, P1, P2, P3, and P4, is selected. A first line is created through P1 and P3. A first tangent vector originating at P2, parallel to the first line, is created. A second line through P2 and P4 is created. A second tangent vector through P3 is created. The second tangent vector is parallel to the second line. A baseline through P2 and P3 is created. A Bezier curve between P2 and P3 is created, wherein the Bezier curve has a degree. The degree of the Bezier curve is determined based on a comparison of the first tangent vector, the second tangent vector, and the baseline.
-
公开(公告)号:US10922782B2
公开(公告)日:2021-02-16
申请号:US16340029
申请日:2016-12-16
Applicant: Landmark Graphics Corporation
Inventor: Zitao Xu , Genbao Shi , ChiKang David Chien , Maurice Gehin , Andres Cesar Callegari , Jeffrey Marc Yarus
Abstract: Systems and methods for mapping vertices from one coordinate system in an earth model to another coordinate system in a two-dimensional (2D) array without disrupting the topology of the vertices.
-
公开(公告)号:US10319140B2
公开(公告)日:2019-06-11
申请号:US15108704
申请日:2015-07-07
Applicant: Landmark Graphics Corporation
Inventor: Zitao Xu , Genbao Shi , Andres Cesar Callegari , ChiKang David Chien , Jeffrey Marc Yarus
Abstract: A consecutive set of data points, P1, P2, P3, and P4, is selected. A first line is created through P1 and P3. A first tangent vector originating at P2, parallel to the first line, is created. A second line through P2 and P4 is created. A second tangent vector through P3 is created. The second tangent vector is parallel to the second line. A baseline through P2 and P3 is created. A Bezier curve between P2 and P3 is created, wherein the Bezier curve has a degree. The degree of the Bezier curve is determined based on a comparison of the first tangent vector, the second tangent vector, and the baseline.
-
-