Table 1.
A comparison of several Ca-containing materials
Material | X | Involved orbitals | Eorb (eV)60 | dCa-X (pm)59 | rX (pm)a | λ (pm) | Tcmax (K) |
---|---|---|---|---|---|---|---|
CaO | O | Ca 3p – O 2s | −29.17 | 239 | 140 | 0 | N/A |
Ca (ambient pressure) | Ca | Ca 3p – Ca 3p | −33.77 | 395 | 99 | 197 | N/A |
CaLi256 | Ca | Ca 3p – Ca 3p | −33.77 | 383 | 99 | 185 | 13 |
Ca (216 GPa)b | Ca | Ca 3p – Ca 3p | −33.77 | 231c | 99 | 33 | 29 |
Bi2Sr2Ca2Cu3O10-xd | O | Ca 3p – O 2s | −29.17 | 252 | 140 | 13 | 110 |
HgBa2Ca2Cu3O9-x57 | O | Ca 3p – O 2s | −29.17 | 236 | 140 | −3 | 134 |
“X” represents the neighboring atom of Ca. Eorb is the energy level of the involved orbital in X. dCa-X is the bond length. rCa and rX are ionic radii of Ca and X, respectively. λ = d − rCa − rX is a characteristic parameter for the Ca–X bond.
Pauling ionic radii.
Hamlin.61
DFT simulated value.
Chu, et al.62