“…The center pixel is removed from the F(u, v) image and the image re-sampled in polar coordinates using cubic interpolation at radial increments of 0.2 mm and angular increments of 0.1 • to give the polar 2D-FFT, F(u , θ), (Figure 4.ii) [32]. Angular distributions, α(θ), were calculated by summing along the radial axis, u , for each angle, θ, as performed by Bardl et al [16]. The 2D-FFT images are shown in Figure 5.b and the resulting angular-distributions, α(θ) FFT , are shown in Figure 5…”