Accession Number : AD0477088


Title :   ELASTICITY THEORY FOR ANISOTROPIC MEDIA.


Descriptive Note : Final rept. 26 Jun 64-25 Nov 65,


Corporate Author : ROCKETDYNE CANOGA PARK CA


Personal Author(s) : Mirsky, I.


Report Date : 15 DEC 1965


Pagination or Media Count : 113


Abstract : Analytical methods are developed for describing the elastostatic and elastodynamic behavior of anisotropic media. In particular, the problems of axisymmetric vibrations of orthotropic shells and transversely isotropic materials subjected to localized bands of pressure are treated both analytically and numerically. In addition, the problem of completeness of solutions for the elastostatic case of a transversely isotropic medium in cylindrical coordinates is discussed and representations of solutions for materials with a special kind of anisotropy are obtained. (Author)


Descriptors :   *ANISOTROPY), (*ELASTIC PROPERTIES, VIBRATION, SHELLS(STRUCTURAL FORMS), ELASTIC SHELLS, CYLINDRICAL BODIES, ISOTROPISM, PARTIAL DIFFERENTIAL EQUATIONS, THEOREMS, EQUATIONS OF MOTION, STRESSES, STRAIN(MECHANICS), FREQUENCY, BERYLLIUM, ZINC, POLYNOMIALS, BESSEL FUNCTIONS.


Subject Categories : MECHANICS


Distribution Statement : APPROVED FOR PUBLIC RELEASE