CV:ORAD2: Difference between revisions

162 bytes added ,  26 July 2021
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The radial distance of the point along a selected axis of the superimposed coordinate system of a reference structure. Any axis of the superimposed coordinate system can be selected.  
The radial distance of the point along a selected axis of the superimposed coordinate system of a reference structure. Any axis of the superimposed coordinate system can be selected.  


<center><math>\xi = \sqrt{{A'}_{com,x}^2 + {A'}_{com,y}^2}</math></center>
<center><math>\xi_{x} = \sqrt{{A'}_{com,x}^2 + {A'}_{com,y}^2}</math></center>
<center><math>\xi_{y} = \sqrt{{A'}_{com,x}^2 + {A'}_{com,y}^2}</math></center>
<center><math>\xi_{z} = \sqrt{{A'}_{com,x}^2 + {A'}_{com,y}^2}</math></center>


The relation between re-oriented (') and native coordinate system is given by the transformation matrix '''T''':
The relation between re-oriented (') and native coordinate system is given by the transformation matrix '''T''':
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