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The parameters identification procedure is analyzed and the MATLAB/Simulink implementation is shown.
When an experimental procedure is analyzed, it is common that more than a handful of variables need to be considered.
An asymptotic observer design procedure is analyzed for discrete-time switched linear systems with exogenous, arbitrary and unknown mode sequences.
The design procedure is analyzed in detail and an area-time-power efficient reconfigurable kernel architecture is presented.
The evolution of the decision and planning procedure is analyzed via detailed examples in both simulated and real environment.
The system of differential equations furnished by the Galerkin procedure is analyzed by the first order generalized asymptotic method.
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In this study, two representative samples chosen from a material optimization design procedure were analyzed.
A unique characteristic of our approach is that the process that students adopted and the way technology and context fostered this procedure was analyzed.
A sensitivity analysis is performed, where the effects of having errors in the mathematical model, and having inaccuracies in the modal identification procedure, are analyzed.
Further, the determinability of the disintegration kinetics and particle properties released from an FDF using the derived recurrent procedure was analyzed.
The model parameters related to the process time estimation of the lay-up procedure were analyzed and modified for different part configurations.
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