quat2dcm function error message

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Hello,
I'm new to the use of these types of functions to transform from one reference frame into another and trying to go from a set of quaternions to a DCM reference frame. However, when trying to use any of the axis transformation functions from quaternions, I get the error message below to say 'input elements are not real'. I can, however, convert to euler angles understandably.
I do not understand why the input elements would not be 'real' since they are simply a set of quaternions derived from accelerometer and gyroscope readings.
Any help much appreciated. Thanks in advance.
dcm = quat2dcm(Q);
Error using quatmod (line 19)
Input elements are not real.
Error in quatnormalize (line 19)
qout = q./(quatmod( q )* ones(1,4));
Error in quat2dcm (line 24)
qin = quatnormalize( q );
  5 Comments
Walter Roberson
Walter Roberson on 28 Aug 2022
Edited: Walter Roberson on 28 Aug 2022
Please show the output of
whos Q
I don't understand why I am being told the elements aren't real, assuming that the indication there is that they are not 'real numbers'.
Because it gives the same error message if the input is not class double(), and possibly if it is not an N x 4 matrix of double.
Tinman
Tinman on 30 Aug 2022
I thought the easiest way here might be to screenshot.
Each quaternion is contained in a 1x1 within the 400x1 matrix for 'Q'. Is the issue that the 4 values within the quaterion should be expressed across the matrix?

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Accepted Answer

Walter Roberson
Walter Roberson on 30 Aug 2022
Edited: Walter Roberson on 30 Aug 2022
Input arguments
q: Quaternion, specified as an m-by-4 matrix containing m quaternions. Each element of q must be a real number. double
That means that the function requires an m x 4 array of double. It does not support quaternion objects. The error message is because isdouble() is false for quaternion() class objects.
You must extract the data from your quaternion() objects to use this function.
  1 Comment
Tinman
Tinman on 30 Aug 2022
matrix = compact(quat) converts the quaternion array, quat, to an N-by-4 matrix.
Did the trick! Thanks again.

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