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A graphical method for estimating the model parameters was proposed.
A sensitivity study on the various model parameters was conducted.
The significance of the model parameters was discussed.
The estimation of the model parameters was achieved by applying the inversion method.
The validity of mathematical model parameters was checked by a frontal chromatography experiment.
Sensitivity of the sedimentgraph to the model parameters was also investigated.
A sensitivity analysis of model parameters was carried out to evaluate the performance of disturbance model.
The effect of uncertainty in model parameters was explored in deterministic and probabilistic sensitivity analyses.
Estimation of model parameters was performed with the use of optimization.
Third, a sensitivity analysis of the main model parameters was performed.
A simulation of frequency response using extracted model parameters was agreed with experimental result.
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