Disconnectivity graphs ca
Disconnectivity graphs can be created by looking at "superbasins" in these structures. Conical intersections between two of these entities correspond to places where states of the same symmetry meet and are called diabolic points. Stability on these constructs is indicated by points where the Hessian has all positive eigenvalues, and these constructs can be visualized using Z-matrix coordinates. Some features of these mathematical constructs can be found using the SQTN method, which is a modification of the synchronous transit approach. These constructs are often generated using the improved (*) Lennard-Jones function and are usually drawn using the Born-Oppenheimer approximation. The Dunham coefficients can be calculated using the minima of these constructs, and taking a one-dimensional path along these constructs can be used to create a reaction coordinate diagram. Saddle points on these constructs correspond to transition states. For 10 points, name these hypothetical many-dimensional constructs used to model the energy of an atom, molecule, or set of molecules.
Disconnectivity graphs can be created by looking at "superbasins" in these structures.
potential energy surface [or PES, or potential energy function or potential energy hypersurface, or potential energy landscape; prompt on “reaction diagram” or “reaction coordinate diagram”, don’t need “energy” after it’s mentioned]