Semiconductors

Download Application of Nonlinear Systems in Nanomechanics and by Davood Domairry Ganji, Sayyid Habibollah Hashemi Kachapi PDF

By Davood Domairry Ganji, Sayyid Habibollah Hashemi Kachapi

With Application of Nonlinear platforms in Nanomechanics and Nanofluids the reader profits a deep and practice-oriented figuring out of nonlinear platforms inside parts of nanotechnology software in addition to the required wisdom permitting the dealing with of such structures. The e-book is helping readers comprehend proper equipment and strategies for fixing nonlinear difficulties, and is a useful reference for researchers, execs and PhD scholars attracted to examine components and industries the place nanofluidics and dynamic nano-mechanical platforms are studied or utilized. The booklet turns out to be useful in parts resembling nanoelectronics and bionanotechnology, and the underlying framework can be utilized to different difficulties in a number of fields of engineering and utilized sciences.

  • Provides accomplished insurance of nano-dynamical structures and their really expert approaches and purposes within the context of nonlinear differential equations and analytical methods
  • Enables researchers and engineers to raised version, interpret and keep an eye on nanofluidics and different nano-dynamical platforms and their program processes
  • Explains nano-dynamical platforms through describing ‘real-life’ software case studies

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Extra info for Application of Nonlinear Systems in Nanomechanics and Nanofluids: Analytical Methods and Applications

Example text

The results indicate that: (1) The combination effects of waviness and stretching nonlinearity on the nonlinear frequency of the SWCNT were larger than the effects of waviness or stretching nonlinearity alone. (2) Increasing the amplitude of curvature increased the effects of the curvature and waviness of the CNT on the nonlinear frequency. (3) Increasing the Winkler constant (k) decreased the effects of the midplane stretching nonlinearity on the nonlinear frequency of the curved SWCNT. (4) Increasing the shear foundation modulus (kp) decreased the effects of midplane stretching nonlinearity on the nonlinear frequency of the curved SWCNT.

4 (nm) and these figures are about deformation and interaction, respectively. 3. 6 again reasonable values are obtained. 4 (nm) diameter. 8 is related to deformation manner. 9. 3 Validation of GDQ approach To validate the present GDQ approach for deformation solutions of the SWCNT, comparisons have been carried out with the results of Li et al. (2004). In their analysis, FEM was used to describe the deformation of the individual nanotube. 4), mesh grid is 100 points (GDQ). 4), mesh grid is 100 points (GDQ).

12. 12 Cantilevered carbon nanotube resonator with an attached mass at the tip. It is assumed that the problem under consideration is governed by the classical Euler-Bernoulli beam theory. 1 Vibration mode analysis In this study, the single-walled fixed-free SWCNT is modeled as cantilevered beam. 3 summarizes the four first natural frequencies of the fixed-free SWCNT for different attached mass to the tip. 5 μm. At the zero mass (M ¼ 0), the four first natural frequencies of the fixed-free SWCNT is equal the four first natural frequencies of the cantilevered beam under transverse vibration.

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