Bose–Einstein Condensation in Dilute Gases: Appendix. Fundamental constants and conversion factors

By C. Pethick, H. Smith. 2008

3,634 citations recorded by the source corpus.

Subfields: Physical and Theoretical Chemistry, Statistical and Nonlinear Physics

View Paper: https://www.semanticscholar.org/paper/edca9a4f62b418857488c57cf1599c7ac9561dc7

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Citations in the corpus

The BCS–BEC crossover: From ultra-cold Fermi gases to nuclear systems (2018, methodology): “In this context, it is also useful to introduce the trap Fermi energy EF trap = ω0 (3N)1/3 (associated with an ideal balanced Fermi gas at T = 0), where ω0 = (ωxωyωz) is the geometrically averaged trap frequency [230].”
Bose-Einstein Condensate general relativistic stars (2011, methodology): “If this condition holds, the system is called dilute [2].”
A Kapitza–Dirac–Talbot–Lau interferometer for highly polarizable molecules (2007, background): “Research on matter waves is a thriving field of quantum physics and has recently stimulated many investigations with electrons [1], neutrons [2], atoms [3], Bosecondensed ensembles [4], cold clusters [5] and hot molecules [6].”
The cold atom Hubbard toolbox (2004, background): “…he cold atom H ubbard toolbox D.Jakscha;b,and P.Zollerb aClarendon Laboratory,University ofOxford,ParksRoad,Oxford OX1 3PU,UK bInstitute for TheoreticalPhysics,University ofInnsbruck,and Institute for Quantum Opticsand Quantum Inform ation ofthe Austrian Academ y ofSciences, 6020 Innsbruck,Austria”
Nonequilibrium dynamics of bosonic atoms in optical lattices: Decoherence of many-body states due to spontaneous emission (2010, background): “In the absence of laser light, and for scattering at sufficiently low energies and densities, this short-range physics provides a boundary condition for the two-body scattering wave functions at longer distances, so that the resulting dynamics can be described as an effective two-body interaction wi”
Dynamics and statistical mechanics of ultra-cold Bose gases using c-field techniques (2008, background): “Integrating out these high-energy states allows the inter-atomic interaction to be replaced by the two-body T-matrix, which in the zero energy limit becomes [8,9]”
Two-dimensional vortex quantum droplets (2018, methodology): “The stability of the stationary modes was analyzed by means of the linearized Bogoliubov de Gennes equations [1, 2] for perturbed wave functions, ψ± = [”
Atomic gravitational wave interferometric sensor (2008, background): “Using laser cooling and perhaps evaporative cooling techniques [16], a sub-microkelvin cloud of atoms is formed.”
Quantum transport in ultracold atoms (2015, methodology): “The typical confinement is the harmonic trap [8], but recently it has been possible to engineer box-shaped potentials [27–29] which are ideal for the study of transport phenomena in uniform setups [63].”
Nonautonomous "rogons" in the inhomogeneous nonlinear Schrödinger equation with variable coefficients (2010, background): “(2) can be also known as the generalized Gross-Pitaevskii equation with variable coefficients for β(t) = 1 [4, 5, 6, 44].”