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arXiv.org: Rotating molecules in optical lattices, alignment and monopole crystals

JR Holt, John M. Gunn

Published Jul 6, 2007• 0 citations
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The recent progress towards production of near-ground state quantum-degenerate molecules raises the issue of how such "small" molecules behave in an optical lattice. In this Letter we show that the coupling of the molecular orientation to the local electric field direction will provide severalnew phenomena. In the case where the lasers forming different crystallographic directions of the lattice are incoherent, the orientation of the molecules is conserved (for L = 1) and a novel form of anisotropic superfluidity can be expected. When the lasers are coherent, and the optical lattice is such that the splitting of the rotational levels is large compared to the centre of mass energies,an adiabaic description of the molecular orientation is appropriate. This leads to geometric vector potentials, pseudo-magnetic monopoles and a frustrated band structure with degenerate minima.

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We present a novel method for probing the alignment of the molecular axis of an ultracold, nonpolar dimer. These results are obtained using diatomic ^{87}Rb_{2} molecules in the vibrational ground state of the lowest triplet potential a^{3}Σ_{u}^{+} trapped in a 3D optical lattice. We measure the molecular polarizabilities, which are directly linked to the alignment, along each of the x, y, and z directions of the lab coordinate system. By preparing the molecules in various, precisely defined rotational quantum states we can control the degree of alignment of the molecular axis with high precision over a large range. Furthermore, we derive the dynamical polarizabilities for a laser wavelength of 1064.5 nm parallel and orthogonal to the molecular axis of the dimer, α_{∥}=(8.9±0.9)×10^{3} a.u. and α_{⊥}=(0.9±0.4)×10^{3} a.u., respectively. Our findings highlight that the depth of an optical lattice strongly depends on the rotational state of the molecule, which has to be considered in collision experiments. The present work paves the way for reaction studies between aligned molecules in the ultracold temperature regime.

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Probing the alignment of ultracold spin-polarized $\textrm{Rb}_2$ molecules

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We demonstrate a method to probe the alignment of the molecular axis of spin-polarized ultracold dimers. Diatomic $^{87}$Rb$_2$ molecules are held in the lowest Bloch band of a far-off resonance 3D optical lattice. Using lattice modulation spectroscopy we measure the molecular polarizabilities, which are directly linked to the alignment, along each of the $x$-, $y$-, and $z$-directions of the lab coordinate system. In contrast to nonrotating molecules, we observe that rotating molecules have an anisotropic orientation of the molecular axis. Furthermore, we derive the dynamical polarizabilities for a laser wavelength of 1064.5 nm parallel and orthogonal to the molecular axis of the dimer, $\alpha_\parallel=(8.9 \pm 0.9)\times10^3\:\textrm{a.u.}$ and $\alpha_\perp=(0.9 \pm 0.4)\times10^3\:\textrm{a.u.}$, respectively.

•Apr 4, 2014•0 citations
The recent progress towards production of near-ground state quantum-degenerate molecules raises the issue of how such "small" molecules behave in an optical lattice. In this Letter we show that the coupling of the molecular orientation to the local electric field direction will provide severalnew phenomena. In the case where the lasers forming different crystallographic directions of the lattice are incoherent, the orientation of the molecules is conserved (for L = 1) and a novel form of anisotropic superfluidity can be expected. When the lasers are coherent, and the optical lattice is such that the splitting of the rotational levels is large compared to the centre of mass energies,an adiabaic description of the molecular orientation is appropriate. This leads to geometric vector potentials, pseudo-magnetic monopoles and a frustrated band structure with degenerate minima.
We present a novel method for probing the alignment of the molecular axis of an ultracold, nonpolar dimer. These results are obtained using diatomic ^{87}Rb_{2} molecules in the vibrational ground state of the lowest triplet potential a^{3}Σ_{u}^{+} trapped in a 3D optical lattice. We measure the molecular polarizabilities, which are directly linked to the alignment, along each of the x, y, and z directions of the lab coordinate system. By preparing the molecules in various, precisely defined rotational quantum states we can control the degree of alignment of the molecular axis with high precision over a large range. Furthermore, we derive the dynamical polarizabilities for a laser wavelength of 1064.5 nm parallel and orthogonal to the molecular axis of the dimer, α_{∥}=(8.9±0.9)×10^{3} a.u. and α_{⊥}=(0.9±0.4)×10^{3} a.u., respectively. Our findings highlight that the depth of an optical lattice strongly depends on the rotational state of the molecule, which has to be considered in collision experiments. The present work paves the way for reaction studies between aligned molecules in the ultracold temperature regime.
Probing the alignment of ultracold spin-polarized Rb2\textrm{Rb}_2Rb2​ molecules
We demonstrate a method to probe the alignment of the molecular axis of spin-polarized ultracold dimers. Diatomic 87^{87}87Rb2_22​ molecules are held in the lowest Bloch band of a far-off resonance 3D optical lattice. Using lattice modulation spectroscopy we measure the molecular polarizabilities, which are directly linked to the alignment, along each of the xxx-, yyy-, and zzz-directions of the lab coordinate system. In contrast to nonrotating molecules, we observe that rotating molecules have an anisotropic orientation of the molecular axis. Furthermore, we derive the dynamical polarizabilities for a laser wavelength of 1064.5 nm parallel and orthogonal to the molecular axis of the dimer, α∥=(8.9±0.9)×103 a.u.\alpha_\parallel=(8.9 \pm 0.9)\times10^3\:\textrm{a.u.}α∥​=(8.9±0.9)×103a.u. and α⊥=(0.9±0.4)×103 a.u.\alpha_\perp=(0.9 \pm 0.4)\times10^3\:\textrm{a.u.}α⊥​=(0.9±0.4)×103a.u., respectively.