The behavior of a string of trapped 40Ca+ ions in a linear Paul system

Quantum simulation is a rapidly growing field in quantum information science, allowing programmable quantum systems to simulate the dynamics of other quantum systems more efficiently than conventional computers. This study focuses on the behavior of ions in a linear Pauli trap, focusing on their arr...

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Hauptverfasser: Kazem, Basem R., Saleh, Mezher B.
Format: Tagungsbericht
Sprache:eng
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Zusammenfassung:Quantum simulation is a rapidly growing field in quantum information science, allowing programmable quantum systems to simulate the dynamics of other quantum systems more efficiently than conventional computers. This study focuses on the behavior of ions in a linear Pauli trap, focusing on their arrangement, distance, and movement to create controllable ions for quantum qubits, the fundamental building block of a quantum computer. The findings will help determine desired ion movement pattern and effective laser beam diameter in this field. Quantum simulators create similarities between previously unrelated domains and strive to outperform conventional computers. The study used simulation in the MATLAB program to lay the basic steps for constructing and setting up a quantum model for practical experiments. We selected ions (40Ca+), are the most common and used in quantum computing for straightforward manipulation of the quantum state at the frequency of the available lasers. The main objective was to set up a trap with an ordered chain of ions in one dimension, regulated by parameters like Z and r. In the subsequent step, it was necessary to ensured that ions move in the axial normal mode with the center-of-mass (COM) and avoid the zigzag mode. The last step, included figuring out how far the vibration locations were from the equilibrium point. One of the fundamental ideas underlying the creation of quantum computers employing ion-trapped systems, this work emphasizes the first steps required to generate a quantum qubit that can readily controlled.
ISSN:0094-243X
1551-7616
DOI:10.1063/5.0236194