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Control and measurement of electric dipole moments in levitated optomechanics
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abstract
Levitated optomechanical systems are rapidly becoming leading tools for precision sensing, enabling a high level of control over the sensor's center of mass motion, rotation and electric charge state. Higher-order multipole moments in the charge distribution, however, remain a major source of backgrounds. By applying controlled precessive torques to the dipole moment of a levitated microsphere in vacuum, we demonstrate cancellation of dipole-induced backgrounds by 2 orders of magnitude. We measure the dipole moments of ng-mass spheres and determine their scaling with sphere size, finding that the dominant torques arise from induced dipole moments related to dielectric-loss properties of the SiO$_2$ spheres. Control of multipole moments in the charge distribution of levitated sensors is a key requirement to sufficiently reduce background sources in future applications.
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Magnetic noise in macroscopic quantum spatial superposition
Magnetic gradient noise in a Stern-Gerlach nanodiamond interferometer sets a current-noise budget of δI/I≈10⁻⁸ for ~100 Hz decoherence, but the Humpty-Dumpty contrast demonstration contains unit and numerical inconsistencies.
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