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To overcome these limitations, formal techniques are required which assure about correctness of the models.
The proof of the correctness of the models that we propose in this paper widely depends on this theorem.
Analysis of variance (ANOVA) was used to find out the effective and non-effective factors and correctness of the models.
Formal methods are used to overcome such limitations because these are effective to increase a confidence of correctness of the models.
As an application, field measurement is carried out to verify the feasibility and correctness of the models by comparison with the restoration method using a digital inverse filter.
Formal approaches are effective to prove correctness of the models and are reliable to overcome the limitations of testing and simulation (North 2014; Bouarfa et al. 2013; Shah et al. 2015).
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Finally, a prototype is designed, and the experiment results can verify the correctness of the simulation model well.
In the study of these centres, hyperfine and superhyperfine structure provide a mapping of the electronic magnetization and make it possible to test the correctness of the model chosen to describe the defect.
The correctness of the model is validated.
The overall percentage of correctness of the model reached 81.2%%.
Simulation results verifying the correctness of the model are provided.
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