Ros quaternion component w not behaving as it should.
The quaternions in ros are supposed to be (x,y,z,w), where w = cos(theta/2) where theta is the angle of the rotation.
I did the following, I used tflistener to get the position of my robot tbase,rbase = tflistener.lookupTransform('/map','/base_link',rospy.Time(0))
and then I printed the last component of r_base as I did a 360° continuous turn with the robot. What I get is values between -0.3 and 0.3 with a jump in sign between -0.3 and 0.3. (So I start from -0.3 it goes up to 1 then down to 0.3 where it jumps to -0.3) as if the robot were missing around 30°from the 360°.
What is happening here?
Asked by priestoferis on 2020-04-23 08:20:32 UTC
Comments
Keep in mind what w is in a quaternion: its a normalization term.
Asked by stevemacenski on 2020-04-23 12:21:05 UTC
I don't think I get your point.
Asked by priestoferis on 2020-04-23 12:34:16 UTC
I prefer to think in euler angles rather than quaternions .. use
(r,p,y) = tf.transformations.euler_from_quaternion(quaternion=r_base)to save yourself a headaheAsked by pring on 2020-04-25 14:39:50 UTC