This quantity is the eigenvalue of the Hamiltonian in the Schrödinger equation.
The AMBER software package maps this scalar quantity to molecular structure. The standard unit for this quantity in quantum chemistry is the hartree. The BornÂ–Oppenheimer approximation allows two forms of this quantity to  add  independently. Variational methods minimize this quantity. FranckÂ–Condon and Jablonski diagrams implicitly plot this quantity along the (*)  vertical axis. Transition states are saddle points on a plot of this quantity against the reaction coordinate. This quantity is the eigenvalue of the Hamiltonian in the Schrödinger equation. Degenerate orbitals have the same value for this quantity, which determines the order in which electrons fill orbitals according to the  aufbau   (OWFF-bow)  principle. For 10 points, name this quantity that, like work, is measured in joules.
The AMBER software package maps this scalar quantity to molecular structure.
energy  [or potential  energy ; or orbital  energy ; or electron  energy ; or kinetic  energy ; or free energy ; or Gibbs free  energy ] 