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They demonstrate the performance of the scheme, combined with the two error indicators.
New error indicators are introduced to control the error due to non-body-fitted meshes.
The scheme is defined on arbitrary triangulations and two different error indicators are derived.
Numerical results are presented that demonstrate the robustness of the proposed error indicators.
Online multiscale basis functions are constructed adaptively in some selected regions based on our error indicators.
These residuals are error indicators for the discretization error on the current mesh.
Similar(24)
The construction of the monitor function based on the error indicator is discussed.
This model adapts the computational grid at every time step according to a physical error indicator.
An error indicator is developed to monitor the propagation of the nonlinear zone during analysis.
A residual-based error estimator is used as local error indicator during the h-adaptive procedures.
Statistical error indicator methods are used to verify the accuracy of the Climate Surface Method.
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