## Chemical reactions in the presence of surface modulation and stirring

*Kamhawi, Khalid*;

*Náraigh, Lennon Ó*;

- Subject: Physics - Fluid Dynamics | Physics - Biological Physics

- References (29)
2"cd0 (t) 2 [d (t) c0 + d0 (t) c0] :

[2] J. G. Skellam. Random dispersal in theoretical populations. Biometrika, 38:196, 1951.

[3] J. D. Murray. Mathematical Biology. Springer, Berlin, second edition, 1993.

[4] S. A. Newman and H. L. Frisch. Dynamics of skeletal pattern formation in developing chick limb. Science, 205:4407, 1979.

[5] S. Kondon and R. Asal. A reaction-di usion wave on the skin of the marine angel sh Pomacanthus. Nature, 376:765, 1995.

[6] E. J. Crampin, E. A. Ga ney, and P. K. Maini. Reaction and di usion on growing domains: Scenarios for robust pattern formation. Bull. of Math. Biol, 61:1093, 1999.

[7] J. Gomatam and F. Amdjadi. Reaction-di usion equations on a sphere: Meandering of spiral waves. Phys. Rev. E, 56:3913, 1997.

[8] C. Varea, J. L. Aragon, and R. A. Barrio. Turing patterns on a sphere. Phys. Rev. E, 60:4588, 1999.

[9] M. A. J. Chaplain, M. Ganesh, and I. G. Graham. Spatio-temporal pattern formation on spherical surfaces: Numerical simulation and application to tumour growth. J. Math. Biol., 42:387, 2001.

[10] R. G. Plaza, F. Sanchez-Garduno, P. Padilla, R. A. Barrio, and P. K. Maini. The e ect of growth and curvature on pattern formation. Journal of dynamics and di erential equations, 16:1093, 2004.

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