Fig. 6: Numerical solutions of the evolution of polystyrenen(PS)-air and PS-polymethylmethacrylate (PMMA) interfaces for different initial perturbations. | Communications Physics

Fig. 6: Numerical solutions of the evolution of polystyrenen(PS)-air and PS-polymethylmethacrylate (PMMA) interfaces for different initial perturbations.

From: Impact of noise on spinodal dewetting of liquid-liquid films

Fig. 6

As start configuration the interfaces are perturbed by colored noise, Supplementary Note 4, al on the stable and mx on the unstable branch. Images af and mr show the PS-air surfaces, h(t, x) = hPMMA(t, x) + hPS(t, x) and images gl and sx show the corresponding PS-PMMA interfaces, hPMMA(t, x). The film thicknesses for both, stable and unstable initial data, are \({h}_{{{{{{{{\rm{PS}}}}}}}}}^{0}=7\,{{{{{{{\rm{nm}}}}}}}}\) and \({h}_{{{{{{{{\rm{PMMA}}}}}}}}}^{0}=111\,{{{{{{{\rm{nm}}}}}}}}\). The panels of initial stable corrugations al denote t = {0, 9.8, 19.6, 26.9, 30.3, 31.3} × 103 s; appearance of first holes at t ~ 30 × 103 s. Time steps of the initial unstable corrugations mx denote t = {0, 0.39, 0.59, 0.81, 1.22, 1.47} × 103 s; appearance of first holes at t ~ 0.8 × 103 s. Times increase from left to right. Later stages of the evolution are shown in Supplementary Note 10.

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