Physics Asked by GK89 on November 29, 2020
Is there a method to "decompress" the acceleration scalar? For example, I am computing the scalar as:
$sqrt{a_x^2 + a_y^2 + a_z^2}$
where $a_x, a_y$ and $a_z$ are the components of the acceleration vector. If I have the scalar value (norm), is there a way to determine the $a_x, a_y, a_z$ components? A colleague mentioned using gyroscope or angular data, but did not know further.
If I have the scalar value, is there a way to determine the x,y,z, components?
No. If all you have is this scalar, then you know the magnitude of the acceleration vector but you know nothing about its direction and you cannot determine its components. When you used the components to compute the scalar, you lost information. If you need the components, keep them.
Answered by G. Smith on November 29, 2020
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