Ion Oscillation Frequencies in a Combined Trap
David John Bate, Kishan Dholakia, R. C. Thompson, D. C. Wilson
Abstract
David John Bate, Kishan Dholakia, R. C. Thompson, D. C. Wilson
Abstract
A combined trap is a quadrupole trap to which the fields of both the Paul and the Penning traps are applied. In this paper, equations of motion for ions confined in a combined trap are derived from first principles. The equations of motion are shown to give well-understood solutions for the Paul and Penning traps in the appropriate cases before they are solved to yield the axial and radial oscillation frequencies for ions in a combined trap. The dependence of these oscillation frequencies on the applied fields is investigated.
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A combined trap is a quadrupole trap to which the fields of both the Paul and the Penning traps are applied. In this paper, equations of motion for ions confined in a combined trap are derived from first principles. The equations of motion are shown to give well-understood solutions for the Paul and Penning traps in the appropriate cases before they are solved to yield the axial and radial oscillation frequencies for ions in a combined trap. The dependence of these oscillation frequencies on the applied fields is investigated.
Key concepts: Penning trap, Ion trap, Trap (plumbing), Oscillation (cell signaling), Quadrupole ion trap, Atomic physics, Ion, Quadrupole