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The commonly used singular perturbation theory (SPT) to solve this problem is based on the accurately reduced system model, which is extremely difficult to be obtained in practical application.
Most model updating methods use measured frequency response function (FRF) data to update analytical models whereas only response functions under base excitation can be obtained in practical vibration test due to difficulties and constraints which prevent conventional FRFs from being measured accurately.
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Moreover, a user separation method is proposed, and a rather high performance is obtained in practical computer simulations proving its feasibility.
We therefore also sought to examine the speed at which clinically relevant results could be obtained in order to determine the practical implications of routine explant analysis.
N OC measures the diversity that could be obtained in future generations (assuming overlap) and a practical example is the selection of animals for a gene bank to reconstruct a future population.
Fortunately, this estimator can be obtained in closed form by solving these integrals, reducing the computational complexity for practical implementations.
Good results have been obtained in a practical application.
Finally, the correlation values that are obtained in a practical simulation are plotted, where the desired peaks are considerably weaker.
Thus these empirical results, which could not have been obtained in a practical analytical manner, establish that the system throughput is not degraded by this software solution.
The hyperbolicity required by the presented numerical scheme was obtained in the practical range of the physical parameters by minor modification of the virtual mass term.
The optimal parameters are obtained in a closed form, and practical examples for their calculation are given.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com