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Utilizing Lagrange's method, the nonlinear equations of motion are derived.
Using differential method, the nonlinear equations of pressure and saturation are established.
With this method, the nonlinear optical Kerr effect presents a distinct signature for the existence of Majorana fermions.
In this method, the nonlinear equations are expressed as a sequence of linear equations and these equations are solved recursively.
Using the reductive perturbation method, the nonlinear evolution of such structures is studied.
By using the indices correspond to the MS method, the nonlinear interactions of torsional modes are evaluated for different conditions.
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The objective function value of the linear least squares method is very low which indicates the high ability of this method than the nonlinear optimization method for deriving the UH.
In these methods, the nonlinear static analysis is used for estimating strength and deformation capacity of steel moment resisting frames.
In methods, the nonlinear auxiliary equation is implemented for constructing a rich class of new travelling wave solutions.
Using density functional theory (DFT) methods, the nonlinear optical (NLO) properties have been calculated with strong donor-π-conjugation-acceptor configurations.
This paper proposed a novel adaptive filter based on the VCE adaptive method and the nonlinear CKF method to improve the stochastic model due to the unknown system noises in the nonlinear system.
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