A very significant result of previous century is a conclusion of fundamental significance of the role of block hierarchic structure of rocks and massive for explaining the existence of a wide set of nonlinear geomechanical effects and occurring complicated self organizing geo systems by analyze of forming large and super large deposits. The hierarchic structure is characteristic of many systems. Especially for the Earth's lithosphere, for which more than 30 hierarchic levels had been divided using geophysical information. Thus it is needed to take that into account by constructing new complex systems for geophysical investigation of the Earth's lithosphere. There are constructed iteration algorithms for 2-D modeling of sound wave diffraction and linear polarized transversal elastic wave on an inclusion with hierarchic elastic, located in the J-th layer of the N-layered elastic medium. It is considered a case, when the density of the inclusion of each rank differs from the density of the surrounded layer, and the elastic parameters are equal to the elastic parameters of the surrounded layer. Also we considered the case when the density parameters of the hierarchic inclusions are equal to the density of the layer, where they are located and their elastic parameters differ from the parameters of the layer. We used the method of integral and integral-differential equations for space frequency representation of the wave field distribution. From the constructed theory it is evident that by integrating seismic and gravitation fields it is needed to use such data, which are obtained by the systems of observation, that are set to observe the medium hierarchical structure.