Titlebook: Wave Propagation in Nanostructures; Nonlocal Continuum M Srinivasan Gopalakrishnan,Saggam Narendar Book 2013 Springer International Publish

口味

Wave Propagation in 1D-Nanostructures: Nanobeams,his theory, rotation of the cross-section is derived from the transverse motion and the plane sections are assumed plane before and after bending. The second theory is called the Timoshenko beam theory, which is also called the First-Order Shear deformation Theory (FSDT).

門閂

allergy

Inculcate

Wave Propagation in Coupled 1D-Nanosystems,NEMS) , nano opto-mechanical systems , nano oscillators etx. Again, we will use non local elasticity formulation and the main objective here is to study the effect of non local scale parameter and coupling stiffnesson the wave behavior of such nano systems. It should be said here that the literature available on this important topic is not large.

招惹

Wave Propagation in 1D-Nanostructures: Nanorods,A nanostructure is defined as a material system or object where at least one of the dimensions lies below 100?nm.

nitric-oxide

詩(shī)集

FAZE

Wave Propagation in 2D-Nanostructures,The discovery of a new material brings with it some of the most exciting and fruitful periods of scientific and technological research. With a new material come new opportunities to reexamine old problems as well as pose new ones.

純樸

Srinivasan Gopalakrishnan,Saggam NarendarFirst book to cover nonlocal continuum mechanics methods applied to nanostructures.Fulfills the need for a new comprehensive book on wave propagation in nanostructures.Presents material which can be u

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