removing incorrect function matrixutil.vecMVCOBMatrix

hexrd/matrixutil.py

@@ -200,74 +200,6 @@ def vecMVToSymm(A, scale=True):
     return symm_mat
 
 
-def vecMVCOBMatrix(R):
-    """
-    GenerateS array of 6 x 6 basis transformation matrices for the
-    Mandel-Voigt tensor representation in 3-D given by:
-
-    [A] = [[A_11, A_12, A_13],
-           [A_12, A_22, A_23],
-           [A_13, A_23, A_33]]
-
-    {A} = [A_11, A_22, A_33, sqrt(2)*A_23, sqrt(2)*A_13, sqrt(2)*A_12]
-
-    where the operation :math:`R*A*R.T` (in tensor notation) is obtained by
-    the matrix-vector product [T]*{A}.
-
-    USAGE
-
-        T = vecMVCOBMatrix(R)
-
-    INPUTS
-
-        1) R is (3, 3) an ndarray representing a change of basis matrix
-
-    OUTPUTS
-
-        1) T is (6, 6), an ndarray of transformation matrices as
-           described above
-
-    NOTES
-
-        1) Compoments of symmetric 4th-rank tensors transform in a
-           manner analogous to symmetric 2nd-rank tensors in full
-           matrix notation.
-
-    SEE ALSO
-
-    symmToVecMV, vecMVToSymm, quatToMat
-    """
-    rdim = len(R.shape)
-    if rdim == 2:
-        nrot = 1
-        R = np.tile(R, (1, 1, 1))
-    elif rdim == 3:
-        nrot = R.shape[0]
-    else:
-        raise RuntimeError(
-            "R array must be (3, 3) or (n, 3, 3); input has dimension %d"
-            % (rdim)
-        )
-
-    T = np.zeros((nrot, 6, 6), dtype='float64')
-
-    for i in range(3):
-        # Other two i values
-        i1, i2 = [k for k in range(3) if k != i]
-        for j in range(3):
-            # Other two j values
-            j1, j2 = [k for k in range(3) if k != j]
-
-            T[:, i, j] = R[:, i, j] ** 2
-            T[:, i, j + 3] = sqr2 * R[:, i, j1] * R[:, i, j2]
-            T[:, i + 3, j] = sqr2 * R[:, i1, j] * R[:, i2, j]
-            T[:, i + 3, j + 3] = (
-                R[:, i1, j1] * R[:, i2, j2] + R[:, i1, j2] * R[:, i2, j1]
-            )
-
-    return T.squeeze()
-
-
 def nrmlProjOfVecMV(vec):
     """
     Gives vstacked p x 6 array to To perform n' * A * n as [N]*{A} for