͑1245͒, respectively. We developed a program to calculate the combinative energy between Cu-O planes and remaining parts, and between blocks in the superconductors. The result indicates that if we consider the cell as two blocks combined together, a close relationship among the combinative energy between the two blocks, the value of T c , and the number of the Cu-O planes in the Bi-and Hg-system superconductors is established. The result gives an interesting way to understand the change of the value of T c as the number of the Cu-O planes. In contrast, the combinative energy between the Cu-O planes and the remains obtained from the method separating all the Cu-O planes from the cell and leaving some discrete remaining parts does not show any relationship with the value of T c . This means that considering the cell as the two blocks is more reasonable, and the interaction between the two blocks plays an important role in superconductivity.