clarified meaning of symEulers function in help
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@ -1465,10 +1465,10 @@ pure function math_EulerToR(Euler)
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real(pReal) c1, c, c2, s1, s, s2
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C1 = cos(Euler(1))
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C = cos(Euler(2))
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C = cos(Euler(2))
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C2 = cos(Euler(3))
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S1 = sin(Euler(1))
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S = sin(Euler(2))
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S = sin(Euler(2))
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S2 = sin(Euler(3))
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math_EulerToR(1,1)=C1*C2-S1*S2*C
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@ -1936,7 +1936,7 @@ end function math_sampleGaussVar
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!--------------------------------------------------------------------------------------------------
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!> @brief symmetric Euler angles for given symmetry 1:triclinic, 2:monoclinic, 4:orthotropic
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!> @brief symmetrically equivalent Euler angles for given sample symmetry 1:triclinic, 2:monoclinic, 4:orthotropic
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!--------------------------------------------------------------------------------------------------
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pure function math_symmetricEulers(sym,Euler)
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