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The cubic term δ is negative finally.
For the cubic term defined in (3), we assume the following.
Figure 9 The cubic term of r̄ against heat treatment time of the films.
Instead of the cubic term, more general nonlinearities can be considered as well.
He then proposed the addition of a cubic term to describe those data.
The cubic term of r̄ versus time of heat treatment are given in Figure 9.
The cubic term has not been reported before, to the best of our knowledge.
The effects of damping, detuning, cubic term, and magnitudes of random excitation are analyzed.
Equations for the saddle case can be obtained from Eq. (2), when the coefficient of the cubic term is negative.
Similar(2)
(2015) we replace cubic terms that appear in a reformulated QMP1 inequality by a quadratic estimator.
The nonlinearities are expressed as polynomial functions with quadratic and cubic terms.
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