INVESTIGADORES
TORRES German Ariel
congresos y reuniones científicas
Título:
Método de Líneas para un Problema de Bingham en Geometría Cilíndrica
Autor/es:
GERMÁN ARIEL TORRES; CRISTINA TURNER
Lugar:
Santa Fe
Reunión:
Congreso; LII Reunion Anual de Comunicaciones Cientificas de la Union Matematica Argentina; 2002
Institución organizadora:
Universidad Nacional del Litoral
Resumen:
In this work a method of straight lines for a Bingham problem in
cylindrical geometry is developed. A Bingham fluid has viscosity
properties that produce a separation into two regions, a rigid zone and a
viscous zone. We propose a method of lines with the time as a
discrete variable. We prove that the method is well defined for all
times, a monotone property, qualitative behaviours of the solution,
and a convergence theorem. A numerical calculation is included to
illustrate the theoretical results.