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Numerical results for model problems illustrate the efficiency of the fast algorithm and exhibit the expected optimal global convergence rates of the finite element methods.
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Numerical results of model problems illustrating the efficiency of the proposed scheme are presented.
The computational results demonstrate the accuracy for model problems and illustrate the feasibility for more complex aeroacoustic problems of the source extraction technique.
We present the motivation and the details of the method, illustrate its numerical convergence properties for model problems and also illustrate its application to several complex model equations.
Selected model problems are analyzed to illustrate the basic features of the new model.
Subsequently, two model problems are studied to illustrate the versatility of the multiscale analysis procedure.
Using the open domain Matlab Code bvpsuite, we numerically simulate three model problems in order to illustrate theoretical statements made above.
Using tubular and planar cells as examples, model problems are solved to illustrate and discuss both dynamical and steady-state behaviors.
Model problems are used to illustrate that mean flow effects can become significant even at modest inlet Mach numbers, and to indicate circumstances under which a distributed heat input may be treated as concentrated.
The logic model of the problem illustrates how risk behaviors and environmental factors are causally related to the health problem.
This reciprocity result is then illustrated upon model problems for which the explicit solution can be determined and the relation demonstrated.
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