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- W2080376465 abstract "Several unreasonable treatments in the previous derivations of the 2πR0 criterion are indicated and discussed. A chemical potential distribution model involving the variational results of rod morphologies is thus developed to reconsider the instability of an infinitely long cylindrical second phase via interface diffusion. It is proved that for a sinusoidal perturbation (δω⪡1), when λ>2π(R + δ), nonlinear distribution of the mean curvature of the cylindrical surface against δ must be considered, while linear analysis is only acceptable when λ <2π(R + δ). Three critical wavelengtts are thus derived from linear and nonlinear analyses, although they could also be united into the 2πR0 criterion which works either for δ/R0⪡1 or not. When λ>2πR0, the rod certainly breaks up with the intervals λ. The developed model applies to arbitrary perturbations in analysing the instability of rod morphologies." @default.
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- W2080376465 date "1994-12-01" @default.
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- W2080376465 title "Thermodynamic considerations of the instability of rod morphologies" @default.
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- W2080376465 doi "https://doi.org/10.1016/0956-7151(94)90186-4" @default.
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