coeff_sel
helps to select a given number of harmonics by returning
their indices when arranged as a numeric vector. For instance, harmonic
coefficients are arranged in the $coe
slot of Coe
-objects in
that way: \(A_1, \dots, A_n, B_1, \dots, B_n, C_1, \dots, C_n, D_1,
\dots, D-n\) after an elliptical Fourier analysis (see efourier and
efourier) while \(C_n and D_n\) harmonic are absent for radii
variation and tangent angle approaches (see rfourier and
tfourier respectively). . This function is used internally but might
be of interest elwewhere.