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ground state
(redirected from ground states)

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ground state [′grau̇nd ‚stāt]
(quantum mechanics)
The stationary state of lowest energy of a particle or a system of particles.

Ground state

In quantum mechanics, the stationary state of lowest energy of a particle or a system of particles. The ground state may be bound or unbound; when bound, its energy generally is a finite amount less than the energy of the next higher or first excited state. In the typical circumstance that the potential energy is zero at infinite separation, the magnitude of the negative ground-state energy is the binding energy, that is, the energy required to separate all the particles infinitely. See Energy level (quantum mechanics), Excited state, Nuclear binding energy



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Individual paper topics include Sobolev constants in disconnected domains, the minimum energy problem for a semilinear control system in Hilbert spaces, and exact convergence rate in the Gauss-Kuzmin-Levy problems, bifurcation in coupled Hopf oscillators, and ground states and multiple solutions for the Henon equation.
We are able to construct a family of ground state potentials consistent with the known spectroscopy of the molecular ground states that also reproduce the p-wave node near the minimum of the [0.
The mechanism of SBS was first demonstrated theoretically in quantum field theory: (1) In the system of infinitely many degrees of freedom described by the Hamiltonian manifesting the rotational symmetry, only one state is chosen spontaneously among the infinitely degenerate ground states as a real ground state of the system and the rotational symmetry of the system is broken without recourse to any external environment.
 
 
 
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