@article{oai:nagoya.repo.nii.ac.jp:00005712,
 author = {Miyashita, Satoru and Saito, Yukio and Uwaha, Makio},
 issue = {3-4},
 journal = {Journal of Crystal Growth},
 month = {Oct},
 note = {Silver metal trees grow and form a forest at the edge of a Cu plate in the AgNO_3 water solution in a two dimensional (d = 2) cell. The local structure of the forest is similar to that of the diffusion-limited aggregation (DLA), but the whole pattern approaches a uniform structure. Its growth dynamics is characterized by the fractal dimension D_f of DLA. Time-dependence of the tip height is found to satisfy the scaling relation with the solute concentration c, and the asymptotic growth velocity V is consistent with the power law V ～ c^{1/(d-D_f)} expected from the theory. The thickness ξ_c of the diffusion boundary layer is measured by the Michelson interferometry, and the scaling relation is also confirmed.},
 pages = {533--539},
 title = {Fractal Aggregation Growth and the Surrounding Diffusion Field},
 volume = {283},
 year = {2005}
}