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Nature Photonics

Optical nanoscopy with excited state saturation at liquid helium temperatures

Bin Yang, Jean-Baptiste Trebbia, Reenu Baby, Philippe Tamarat, Brahim Lounis

Published Aug 24, 2015• 39 citations
Publisher
DOI
10.1038/nphoton.2015.152

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The excitation and emission spectra of alkali-metal atoms (Cs and Rb) in liquid helium are studied. The helium pressure is changed from the saturated vapor pressure to about 25 atm at 1.6 K, under which conditions the liquid helium is in a superfluid state. The pressure shift and broadening of the observed spectra corresponding to the D lines are explained qualitatively by a theoretical calculation based on the spherical atomic bubble model. The Cs D2{\mathit{D}}_{2}D2​ excitation spectra are found to have double peaks, indicating the existence of anisotropic oscillations of the bubble surface. The disappearance of the D2{\mathit{D}}_{2}D2​ emission lines and the pressure-dependent quenching of the Rb D1{\mathit{D}}_{1}D1​ emission lines are also discussed.
Lineshapes associated with the absorption and emission spectra of neutral atoms in liquid helium and cold helium gas are discussed. A neutral atom in liquid helium forms a microcavity due to a strong short-range repulsive force between the helium and impurity atoms, producing very broad and largely blueshifted absorption bands and relatively narrow emission lines with much smaller shifts. A broad and weak emission band observed by exciting the D2 line of Ag atoms in liquid helium has confirmed the hypothesis that quenching of D2 emission lines for heavy group 1a and 1b atoms are due to the formation of exciplex. In cold helium gas, sudden decrease of the emission lifetimes below 5.2 K by the excitation of the D2 line of Ag atoms is attributed to the condensation of He atoms on the metastable 2D5/2 state. Very narrow absorption lines of Eu innershell electron transitions have revealed that superfluid helium behaves as a static and highly homogeneous low temperature matrix.
The coherent states of two-dimensional harmonic oscillators are introduced to describe the elementary excitations of liquid helium. It allows a simple derivation of the liquid-4He^{4}\mathrm{He}4He density matrix at low temperatures, first obtained by Penrose.