articleTop 10% cited
Fate of the false vacuum. II. First quantum corrections
Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields · 1977 · Vol. 16(6) · pp. 1762–1768
Curtis G. Callan✉(Princeton University)Sidney Coleman(Harvard University)
Abstract
It is possible for a classical field theory to have two homogeneous stable equilibrium states with different energy densities. In the quantum version of the theory, the state of higher energy density becomes unstable through barrier penetration. In the first paper in this series, it was argued that the relevant quantity to study was a decay probability per unit time per unit volume, $\frac{\ensuremath{\Gamma}}{V} = A{e}^{\frac{\ensuremath{-}B}{\ensuremath{\hbar}}}[1+O(\ensuremath{\hbar})]$, and the theory of the coefficient $B$ was given. This paper gives the theory of the coefficient $A$.
Advanced Thermodynamics and Statistical Mechanicsnanoparticles nucleation surface interactionsQuantum, superfluid, helium dynamicsPhysicsUnit (ring theory)Quantum field theoryQuantumHomogeneousQuantum mechanicsSeries (stratigraphy)Energy (signal processing)Field (mathematics)Atomic physics
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References
Fate of the false vacuum: Semiclassical theory
Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields · 1977 · 2,166 citations
Theory of the condensation point
Annals of Physics · 1967 · 1,272 citations
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