Pattern Formation in Reaction Diffusion Systems: A Moving Boundary Model |
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| Journal | Solid State Phenomena (Volumes 97 - 98) |
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| Volume | Self-Formation Theory and Applications |
| Edited by | Stepas JanuĊĦonis |
| Pages | 125-132 |
| DOI | 10.4028/www.scientific.net/SSP.97-98.125 |
| Citation | George Varghese et al., 2004, Solid State Phenomena, 97-98, 125 |
| Authors | George Varghese, Jacob George |
| Keywords | Liesegang Rings, Moving Boundary, Periodic Precipitation, Reaction-Diffusion |
| Abstract | Periodic precipitation pattern formation in reaction diffusion systems is interpreted as a moving boundary problem. All the existing laws are reexamined on the basis of the moving boundary assumption. Experimental observations were found to be in good agreement with the new equations suggested. |
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