- #1
MRT
- 5
- 0
Hi,
Can someone suggest a method? I need to implement it on computer.
Thanks in advance!
Can someone suggest a method? I need to implement it on computer.
Thanks in advance!
Perhaps it would help if you would tell us what in the world you mean by "coplanarity" in 2d?? If you have no 3D information then there is no way to determine 3D properties.MRT said:Hi robphy,
thanks for ur help. But the problem is that I'm working with 2-d images. So there is no 3D information.
MRT said:sorry. i forgot one more constraint. I'm working with only one camera. :)
Coplanarity refers to the property of four points lying in the same plane. In other words, all four points can be connected by a single flat surface without any of the points being above or below that surface.
Determining coplanarity is important in many fields of science and engineering, such as geometry, computer graphics, and structural analysis. It allows us to understand the relationships and orientations of points, lines, and planes in a three-dimensional space.
One method is to use the cross product of two vectors formed by the points. If the cross product is equal to zero, then the points are coplanar. Another method is to use the equation of a plane and plug in the coordinates of the four points. If the equation holds true for all four points, then they are coplanar.
No, coplanarity can only be determined among four points. If more than four points are given, we can still use the methods mentioned above to check for coplanarity among any four of those points.
Yes, coplanarity is used in various real-world scenarios, such as determining the orientation of an aircraft or analyzing the stability of a building's structure. It is also important in computer graphics for creating 3D models and animations.