Natural vibrations of nanotubes
Résumé
ANALYTICAL ANALYSIS OF THE MODEL PROBLEM Let us consider a model consisting of the horizontal plate simulating the substrate and N cylindrical shells on it that simulate the nanoobjects. The plate occupies the region 0≤ x≤ L and 0≤ z≤ l and has the thickness H. All the shells have the same sizes (length l, radius R, and thickness h) and are located at the same distance a= L/(N+ 1) from each other, so that their axes are directed along the z axis. It is suggested that the shells are rigidly attached to the plate. The basic equations of the ...
Domaines
Mécanique [physics.med-ph]
Origine : Fichiers produits par l'(les) auteur(s)
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