Recent content by leoleo2

Thank you very much! The page looks interesting but it's not clear for me how to correlate the Rotation About an Arbitrary Axis to my problem.

Thank you very much for you reply. You stated the problem more clearly than I did. From the initial conditions (2.) I can define immediately three components of new basis vectors ( A{\bf i}_x = acos(\alpha), A{\bf j}_y = acos(\beta), A{\bf k}_z = acos(\gamma)). For the rest of components...

OK. I believe you that Wikipedia generally is helpful and I use it too. But I can not find any specific idea on Wikipedia for my specific problem.

Wikipedia really? :)) It's not even close to helpful. :)

Hello, I would like to rotate the Cartesian coordinate system ( i=(1,0,0); j=(0,1,0); k=(0,0,1) ) so that angles between new and the old axes be equal to α, β and γ, respectively. Is any simple way similar to the Euler transformations to accomplish that?