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A Doehlert Matrix was applied to identify the critical values.
The critical values were functions of the jet velocity.
The critical values depend on the long-run variance-covariance matrix of the first stage.
The critical values are 19 °C and 0.5 m3 s−1, respectively.
The critical values of electric field are determined for 230 kV and 400 kV voltage classes.
The critical values of this statistic are required for the Scheffé-type monotone contrast procedure.
Interesting results are obtained for the critical values of the flexural torsional instability loads.
The critical values of these forces under are determined by employing an initial imperfection criterion.
The critical values corresponding to the suction parameter fw and the shrinking parameter λ are computed.
The critical values B0cr of applied magnetic field are searched out.
The critical values of MWCNT tip deflection and MWCNT-graphite attraction at the onset of the instability are computed.
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