rotation matrix उदाहरण वाक्य

उदाहरण वाक्य

1. This rotation transformation can be represented in different ways, e . g ., as a rotation matrix or a quaternion.
2. To retrieve the axis angle representation of a rotation matrix, calculate the angle of rotation from the trace of the rotation matrix
3. To retrieve the axis angle representation of a rotation matrix, calculate the angle of rotation from the trace of the rotation matrix
4. The vectors and are indeed related by a rotation, in fact by the same rotation matrix which rotates the coordinate frames.
5. The transformation is a rotation around some point if and only if " A " is a rotation matrix, meaning that
6. Therefore, R = e ^ { Wt } is a rotation matrix and in a time dt is an infinitesimal rotation matrix.
7. Therefore, R = e ^ { Wt } is a rotation matrix and in a time dt is an infinitesimal rotation matrix.
8. The product of two rotation matrices is a rotation matrix, and the product of two reflection matrices is also a rotation matrix.
9. The product of two rotation matrices is a rotation matrix, and the product of two reflection matrices is also a rotation matrix.
10. It is common to describe a rotation matrix in terms of an axis and angle, but this only works in three dimensions.