Understanding 3d vectors
Posted: Mon Dec 12, 2016 5:02 am
Hello!!
I'm using CC for my dental research to measure the amount of displacement of certain teeth. So I initially align the two dental scans, and re-align them to a target tooth and calculate the amount of displacement from the resulting transformation matrix.
In the transformation matrix, I understand that the last column represents the translation in x, y, z-axes. But when I compare these numbers to the actual measurements I made on the models, these numbers don't really correspond to the actual measurements. Also I'm having trouble calculating the angular changes from the rotation matrix.
Please help me figure out the components of the tranformation matrix so that i can acquire the amount of angular and linear displacements. Is there a reason that the 3d vectors don't correspond to the actual measurements on the models? Also, is there a formula I can use to calculate angles? Lastly, what would be the unit for the vectors?
Thank you!!
I'm using CC for my dental research to measure the amount of displacement of certain teeth. So I initially align the two dental scans, and re-align them to a target tooth and calculate the amount of displacement from the resulting transformation matrix.
In the transformation matrix, I understand that the last column represents the translation in x, y, z-axes. But when I compare these numbers to the actual measurements I made on the models, these numbers don't really correspond to the actual measurements. Also I'm having trouble calculating the angular changes from the rotation matrix.
Please help me figure out the components of the tranformation matrix so that i can acquire the amount of angular and linear displacements. Is there a reason that the 3d vectors don't correspond to the actual measurements on the models? Also, is there a formula I can use to calculate angles? Lastly, what would be the unit for the vectors?
Thank you!!