Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Laser Cooling and Trapping of Rb Atoms

S. Chakraborty, A. Banerjee, Ayan Ray, Biswajit Ray, K. G. Manohar, B. N. Jagatap, Pradip Narayan Ghosh

Published Dec 1, 2006• 0 citations
Publisher
DOI
10.1142/9789812772510_0004

Related papers

Laser Cooling and Trapping of Atoms

Steven Chu, Mara Goff Prentiss, A. Cable +1 more

Springer series in optical sciences/SPringer series in optical sciences•Jan 1, 1987•11 citations

A Simple Experiment System for Laser Cooling and Trapping ~(87)Rb Atom

WU Haibin

In this paper, a simple setup of laser cooling and trapping of Rb atom is presented. By using the technique of injection locking, we have gained the cooling and trapping laser whose wavelength is 780 nm (single frequency, frequency fluctuation 2 MHz , tunable range~4.5 GHz), and output power is about 60 mW. With applying a magnetic field to the saturated absorption spectrum, the trapping laser frequency which is detuned a desired amount via Zeeman effect is locked. The cooling and trapping of Rb atom is obtained in the MOT.

Acta Sinica Quantum Optica•Jan 1, 2005•0 citations

Characterization of laser cooling in a high-magnetic-field atom trap

E. Paradis, Stefan Zigo, Kong‐Qiu Hu +1 more

We describe cooling and trapping of both ${}^{85}$Rb and ${}^{87}$Rb in a range of magnetic fields up to 2.6 T. Atoms are injected from a low-field pyramidal magneto-optical trap and recaptured in a high-magnetic-field atom trap. The atoms are cooled and trapped by a six-beam optical molasses via the $5{S}_{1/2}|{m}_{I},{m}_{J}=$ 1/2$\ensuremath{\rangle}$$\ensuremath{\rightarrow}$ $5{P}_{3/2}|{m}_{I},{m}_{J}=$ 3/2$\ensuremath{\rangle}$ transition (${m}_{I}=$ 5/2 for ${}^{85}$Rb and ${m}_{I}=$ 3/2 for ${}^{87}$Rb). We study the trap fluorescence spectra, atom temperatures, density distributions, and lifetimes as a function of magnetic field and detuning parameters. The trap fluorescence spectra are both narrow and asymmetric, as is characteristic for laser cooling of atoms in an external trapping potential. The trap is modeled using a Monte Carlo trajectory simulation technique.

Physical Review A•Aug 27, 2012•4 citations

Laser Cooling and Trapping of Atoms

Steven Chu, Carl Wieman

Journal of the Optical Society of America B•Nov 1, 1989•93 citations

Laser cooling and trapping of atoms

Philip H. Jones, Onofrio M. Maragò, Giovanni Volpe

Cambridge University Press eBooks•Dec 3, 2015•3 citations

Laser cooling of rubidium atoms in a vapor cell

H. Ludvigsen, A. Äijälä, A. Pietiläinen +2 more

We have constructed a simplified setup for the demonstration of laser cooling and trapping of rubidium atoms. An external-cavity diode laser was swept across the F = 3 → F' = 2, 3, 4 resonances of the D 2 -line of 85 Rb at 780 nm to resolve the saturated absorption features. Subsequently, the transition F = 3 → F' = 4 was used to cool rubidium atoms in a roomtemperature vapor cell. A cold cloud of trapped atoms with a diameter of approximately 1 mm was produced. The lifetime of the trap was measured to be 1 second.

Physica Scripta•Apr 1, 1994•7 citations
In this paper, a simple setup of laser cooling and trapping of Rb atom is presented. By using the technique of injection locking, we have gained the cooling and trapping laser whose wavelength is 780 nm (single frequency, frequency fluctuation 2 MHz , tunable range~4.5 GHz), and output power is about 60 mW. With applying a magnetic field to the saturated absorption spectrum, the trapping laser frequency which is detuned a desired amount via Zeeman effect is locked. The cooling and trapping of Rb atom is obtained in the MOT.
We describe cooling and trapping of both 85{}^{85}85Rb and 87{}^{87}87Rb in a range of magnetic fields up to 2.6 T. Atoms are injected from a low-field pyramidal magneto-optical trap and recaptured in a high-magnetic-field atom trap. The atoms are cooled and trapped by a six-beam optical molasses via the 5S1/2∣mI,mJ=5{S}_{1/2}|{m}_{I},{m}_{J}=5S1/2​∣mI​,mJ​= 1/2$\ensuremath{\rangle}$$\ensuremath{\rightarrow}$ 5P3/2∣mI,mJ=5{P}_{3/2}|{m}_{I},{m}_{J}=5P3/2​∣mI​,mJ​= 3/2$\ensuremath{\rangle}$ transition (mI={m}_{I}=mI​= 5/2 for 85{}^{85}85Rb and mI={m}_{I}=mI​= 3/2 for 87{}^{87}87Rb). We study the trap fluorescence spectra, atom temperatures, density distributions, and lifetimes as a function of magnetic field and detuning parameters. The trap fluorescence spectra are both narrow and asymmetric, as is characteristic for laser cooling of atoms in an external trapping potential. The trap is modeled using a Monte Carlo trajectory simulation technique.
We have constructed a simplified setup for the demonstration of laser cooling and trapping of rubidium atoms. An external-cavity diode laser was swept across the F = 3 → F' = 2, 3, 4 resonances of the D 2 -line of 85 Rb at 780 nm to resolve the saturated absorption features. Subsequently, the transition F = 3 → F' = 4 was used to cool rubidium atoms in a roomtemperature vapor cell. A cold cloud of trapped atoms with a diameter of approximately 1 mm was produced. The lifetime of the trap was measured to be 1 second.