rotates vectors around arbitrary axis in 3D [V, rotM] = SW_ROT(rotAxis, rotAngle, {V}) It rotates vectors in V around rotAxis by rotAngle radian (positive angle is the right-hand direction). Input: rotAxis Axis of rotation, dimensions are [1 3]. rotAngle Angle of rotation in radian (can be vector with dimensions of [1 nAng]). V Matrix of 3D vectors, dimensions are [3 N], optional. Output: V Rotated vectors, dimensions are [3 N nAng]. rotM Rotation matrix, dimensions are [3 3]. If rotAngle is a vector, rotM contains rotation matrices for every angle, it's dimensions are [3 3 nAng]. The rotation matrix defines rotations in a right-handed coordinate system, the positive direction is counter-clockwise, when looking from where the rotation axis points. To rotate any column vector use the following: vp = rotM * v; To rotate tensors (3x3 matrices) use the following command: Ap = rotM * A * rotM'; See also SW.GENMAGSTR, SW_MIRROR.

- sw_rot rotates vectors around arbitrary axis in 3D

- sw_magdomain calculates the spin-spin correlation function for magnetic domains
- sw_rot rotates vectors around arbitrary axis in 3D
- sw_t2g plots t2g electron orbital surfaces

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