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The Caputo fractional derivative of order α is employed to incorporate the viscoelastic material having nonlinear behavior.
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In the present work, a three dimensional finite element analysis has been carried on a gasketed joint with single and twin gaskets having nonlinear material properties, to find the influence of gasket contact stress and sealing performance of the joint.
Here the statistical analysis of the nonlinear response of the structural model shown Fig. 1 with the given dynamic properties and Bouc Wen nonlinear material have been presented.
The results indicate that these materials have potential nonlinear optical applications.
A global numerical model of the building has been built and masonry material has been simulated as nonlinear.
The dynamic instability of a pinned beam subjected to an alternating magnetic field and thermal load with the nonlinear strain, and made of physically nonlinear thermoelastic material has been studied.
The nonlinear elastic plastic behaviour of the material has been considered.
Several of these oxadiazoles display significant second-order molecular nonlinearity, β (14 124 × 10−30 esu) and provide the basis for future design of efficient nonlinear optical materials having the oxadiazole core.
Combining chiral metamaterials with nonlinear materials has opened up new possibilities in the field of nonlinear chirality as well as provided the foundation for switchable chiral devices.
Recently, nonlinear materials have attracted a great deal of attention because of their importance in designing new devices to meet a need range of optical systems.
Ferroelectric materials have been employed successfully in nonlinear passive optical systems such as frequency mixers, optical parametric oscillators, and modulators of light.
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