Name:Time evolution of spherically symmetric fields
Description:Direct numerical methods are the most important tools in studying time dependent configurations in nonlinear classical field theories. A fourth order evolution code for spherically symmetric systems has been developed, this code has been used for studying oscillons and magnetic monopole configurations. This code has been used for studying oscillons and magnetic monopole configurations.Typical numerical simulations may take from a few hours to a few days time. However, since several systems should be studied with many different kinds of initial data and various physical parameters, it was expected that the resources accessible through the grid infrastructure would turn out to be really useful.
Abstract:Direct numerical methods are the most important tools in studying time dependent configurations in nonlinear classical field theories. A fourth order evolution code for spherically symmetric systems has been developed, this code has been used for studying oscillons and magnetic monopole configurations. This code has been used for studying oscillons and magnetic monopole configurations.Typical numerical simulations may take from a few hours to a few days time. However, since several systems should be studied with many different kinds of initial data and various physical parameters, it was expected that the resources accessible through the grid infrastructure would turn out to be really useful.
Created:2010-05-01
Last updated:2012-01-23
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