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Libro de Resúmenes / Book of Abstracts (Español/English)

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Resumenes 120<br />

particles. The condition in λ 0 ; expressed that if the speed <strong>of</strong> the marine<br />

fluid, goes in that address, there wont be difusion <strong>of</strong> pollutant, in opposed<br />

address to this speed; finally, φ0 it indicates us that the pollutant step, is<br />

proportional to the quantity <strong>of</strong> present pollutant.<br />

An analysis <strong>of</strong> the obtained pattern was ma<strong>de</strong> making simulations for<br />

the Cartesian and spherical mo<strong>de</strong>ls.<br />

Referencias<br />

[1] J.D. Murray. Mathematical Biology. Second Edition.Springer (1991)<br />

[2] Cranck, J. The Mathematics <strong>of</strong> Difusión. Oxford at the Clarendon Press. 1964<br />

[3] E<strong>de</strong>lstein-Keshet. Mathematical Mo<strong>de</strong>ls in Biology.Mc Graw -Hill (1988)<br />

[4] Pita Ruiz, C. Cálculo Vectorial.Prentice Hall. México.1995<br />

[5] Richmond B. McQuistan. Campos Escalares y Vectoriales.<br />

[6] Meyer J.F.C.A. Mo<strong>de</strong>los Matemáticos <strong>de</strong> Impacto Ambiental: uma visao<br />

introductoria. [7] Departamento <strong>de</strong> Física Aplicada III. Sistemas <strong>de</strong><br />

Coor<strong>de</strong>nadas Ortogonales. Universidad <strong>de</strong> Sevilla. 2003/2004

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