Fig. 6.

Distribution of the dynamic part of the aberrations over the population. (a) Zernike coefficients from the 2^nd to the 8^th radial order over the population across a 5-mm diameter pupil. Symbols indicate mean values of σ_t (a_i (eye)) and error bars indicate plus and minus one standard deviation (over the population) from the mean values. (b) Contribution of each radial order to the total dynamic SWFE for a 5-mm diameter pupil. Symbols indicate mean values of ${\sum }_{i\in n^{\mathit{th}}\hspace{0.17em}\mathit{radial}\hspace{0.17em}\mathit{order}}{\left({\sigma }_t\left(a_i(\mathit{eye})\right)\right)}^2$ and error bars indicate plus one standard deviation from the mean values. A linear fit, represented by the solid line, models the dynamic SWFE by a n⁻² power-law.