Documentation of 'georegression.transform.se.InterpolateLinearSe3_F32' Java class
InterpolateLinearSe3_F32
georegression.transform.se

Class InterpolateLinearSe3_F32



  • public class InterpolateLinearSe3_F32
    extends java.lang.Object

    Linear interpolation between two Se3_F32 transforms. It is assumed that the rotation able between the two transforms is < 180 degrees. If more than 180 degrees than it will chose the wrong direction to rotate.

    The rotation and translation are interpolated separately. Translation has straight forward linear interpolation applied to it. Rotations are interpolated by finding the axis of rotation and the rotation angle. Then the angle is linearly interpolated and the rotation matrix found by the angle and axis.

    • Method Summary

      All Methods Instance Methods Concrete Methods 
      Modifier and Type Method and Description
      void interpolate(float where, Se3_F32 output)
      Interpolates a value between the first and second transform.
      void setTransforms(Se3_F32 initial, Se3_F32 end)
      Specify the two transforms which values are to be interpolated between
      • Methods inherited from class java.lang.Object

        equals, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait
    • Constructor Detail

      • InterpolateLinearSe3_F32

        public InterpolateLinearSe3_F32()
    • Method Detail

      • setTransforms

        public void setTransforms(Se3_F32 initial,
                                  Se3_F32 end)
        Specify the two transforms which values are to be interpolated between
        Parameters:
        initial - first transform
        end - second transform
      • interpolate

        public void interpolate(float where,
                                Se3_F32 output)
        Interpolates a value between the first and second transform. A value close to 0 will be more similar to the initial and 1 more similar to the end.
        Parameters:
        where - A value between 0 and 1 which specifies the interpolation location
        output - Resulting transform

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