integer exponents are potentially faster
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@ -372,7 +372,7 @@ end function rotTensor4
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!---------------------------------------------------------------------------------------------------
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!---------------------------------------------------------------------------------------------------
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!> @brief Rotate a rank-4 tensor in Voigt 6x6 notation passively (default) or actively.
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!> @brief Rotate a rank-4 stiffness tensor in Voigt 6x6 notation passively (default) or actively.
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!> @details: https://scicomp.stackexchange.com/questions/35600
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!> @details: https://scicomp.stackexchange.com/questions/35600
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!! ToDo: Need to check active/passive !!!
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!! ToDo: Need to check active/passive !!!
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!---------------------------------------------------------------------------------------------------
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!---------------------------------------------------------------------------------------------------
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@ -393,11 +393,11 @@ pure function rotStiffness(self,C,active) result(cRot)
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R = self%asMatrix()
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R = self%asMatrix()
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endif
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endif
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M = reshape([R(1,1)**2.0_pReal, R(2,1)**2.0_pReal, R(3,1)**2.0_pReal, &
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M = reshape([R(1,1)**2, R(2,1)**2, R(3,1)**2, &
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R(2,1)*R(3,1), R(1,1)*R(3,1), R(1,1)*R(2,1), &
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R(2,1)*R(3,1), R(1,1)*R(3,1), R(1,1)*R(2,1), &
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R(1,2)**2.0_pReal, R(2,2)**2.0_pReal, R(3,2)**2.0_pReal, &
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R(1,2)**2, R(2,2)**2, R(3,2)**2, &
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R(2,2)*R(3,2), R(1,2)*R(3,2), R(1,2)*R(2,2), &
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R(2,2)*R(3,2), R(1,2)*R(3,2), R(1,2)*R(2,2), &
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R(1,3)**2.0_pReal, R(2,3)**2.0_pReal, R(3,3)**2.0_pReal, &
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R(1,3)**2, R(2,3)**2, R(3,3)**2, &
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R(2,3)*R(3,3), R(1,3)*R(3,3), R(1,3)*R(2,3), &
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R(2,3)*R(3,3), R(1,3)*R(3,3), R(1,3)*R(2,3), &
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2.0_pReal*R(1,2)*R(1,3), 2.0_pReal*R(2,2)*R(2,3), 2.0_pReal*R(3,2)*R(3,3), &
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2.0_pReal*R(1,2)*R(1,3), 2.0_pReal*R(2,2)*R(2,3), 2.0_pReal*R(3,2)*R(3,3), &
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R(2,2)*R(3,3)+R(2,3)*R(3,2), R(1,2)*R(3,3)+R(1,3)*R(3,2), R(1,2)*R(2,3)+R(1,3)*R(2,2), &
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R(2,2)*R(3,3)+R(2,3)*R(3,2), R(1,2)*R(3,3)+R(1,3)*R(3,2), R(1,2)*R(2,3)+R(1,3)*R(2,2), &
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