A method is proposed to use magnetostatic traps based on higher-order multipole fields to create macroscopic quantum interference in the motion of levitating superconducting microparticles. Combining multipole magnetic fields allows shaping a variety of potentials, including anharmonic ones, such as the Duffing potential or a double well, where nonlinearity reaches about a hundred times the amplitude of zero-point fluctuations (less than a nanometer). These potentials are realized with a static coil configuration requiring only current adjustments and can be used to generate non-Gaussian states of the center-of-mass motion. An analysis of particle dynamics in phase space is performed, assessing parameter dependence. A protocol is proposed that statistically significantly distinguishes quantum from classical behavior by measuring the particle's position. The results open access to the quantum regime for objects with masses greater than a picogram (10^13 atomic mass units), enabling the study of the quantum-to-classical transition, the interplay of quantum physics with gravity, and certain types of dark matter.
A magnetic field holds a tiny particle in mid-air, like an invisible dance partner. A special tuning of the field creates a trap with two "positions." In the ordinary world, a dancer occupies only one, but in the quantum world—both at once. Physicists have learned to achieve this for dust grains weighing trillionths of a gram.
To create the trap, you only need fixed coils with adjustable current. Experiments with levitating particles will test theories at the boundary of quantum physics and gravity, refine the Standard Model and link it with spacetime curvature. They'll also help in the hunt for elusive dark matter.
🎯 Quantum dances are usually performed by atoms, but here dust grains that are thousands of times heavier than atoms whirl in the trap.