Using model representations of microstructure of a grid of block-co-polymer and scaling conception, we obtain an analytical dependency of super-elastic properties of this grid on molecular parameters (the number of segments of each block and their sizes) as well as on structural ones (the density of segments of chaines between nodes of the grid). We propose some modifications of theoretical relationships obtained such that the properties of materials may be represented in terms of moduli of grids made from homogeneous homo-polymers, density of segments between nodes per unit volume and molecular parameters of block-co-polymers (or density of a grid of a block-co-polymer), molecular weight of a chain of block-co-polymers between two nodes, effective size of a segment of macro-molecules of block-co-polymers, and the number of these macro-molecules in chains. As to the last case, we derive relationships that allow us to calculate the effective size of a segment and the number of segments using molecular and structural characteristics of block-co-polymers. It worth noting the following feature of the relationships obtained: there is no explicit dependency between elastic properties of block-co-polymers and inclusion volume fractions of components.