TITLE:
Solution of Some Boundary Problems of Stationary Oscillation of Moment Theory of Elasticity Using Fourier Integral Transformation
AUTHORS:
Daria Bitsadze
KEYWORDS:
Fourier Integral Transformation, Displacement Vector, Rotation Vector, Semiplane, Endless Strip
JOURNAL NAME:
Applied Mathematics,
Vol.16 No.7,
July
23,
2025
ABSTRACT: We have considered the first version of the moment theory of elasticity, where
Ω=
1
2
rotU
, where
U
is a displacement vector, and Ω-rotation vector. Using Fourier integral transformation, some boundary problems of the moment theory of elasticity, in particular, stationary oscillation problems for a semiplane and an endless strip, have been effectively solved.