The lowest energy state of a quantum system, from which excitations are measured.The ground state is the lowest possible energy level of a quantum system — an atom, a molecule, a nucleus, or a collection of particles. It is the state in which the system rests when no external energy is supplied, and it serves as the reference point for all excitations. In quantum mechanics, the ground state is not a state of zero motion: even at absolute zero temperature, particles retain a minimum 'zero-point' energy due to the uncertainty principle. This means the ground state is a dynamic equilibrium, not a static stillness.
The concept emerged from Niels Bohr's 1913 model of the atom, which introduced discrete energy levels, and was formalized in the 1920s with the development of quantum mechanics by Schrödinger, Heisenberg, and others.
In a quantum system, energy levels are discrete. The ground state is the lowest of these levels, and any transition to a higher level requires absorbing a photon or other energy quantum. When a system in an excited state relaxes, it returns to the ground state, often emitting light or heat. The properties of the ground state — its energy, symmetry, and wavefunction — determine many observable behaviors, such as chemical bonding, magnetism, and superconductivity.
Ground states are central to quantum computing, where qubits are initialized in their ground state before operations, and to laser technology, where population inversion requires emptying the ground state to achieve stimulated emission.
The ground state of a hydrogen atom has a nonzero kinetic energy of about 13.6 electronvolts — the same energy required to ionize the atom — even at absolute zero.

















