TY  - JOUR
AU  - Lee, Doo-Sung
PY  - 2021
DA  - 2021/06/02
TI  - Plane Waves Scattered by a Spherical Inclusion in a Half Space of Poroelastic Material
JO  - Recent Progress in Materials
SP  - 021
VL  - 03
IS  - 02
AB  - This paper concerns a poroelastic half-space in which plane compressional waves are scattered by a spherical inclusion. Addition theorems for the spherical wave functions are utilized to meet the boundary conditions on the plane, and the satisfaction of the given conditions on the boundary of the sphere leads to three infinite series equations, whose solution can be acquired by successive approximations. Further, its existence and uniqueness are discussed.
SN  - 2689-5846
UR  - https://doi.org/10.21926/rpm.2102021
DO  - 10.21926/rpm.2102021
ID  - Lee2021
ER  -