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Improving Dynamical Decoupling for Trapped-Ion QCCD Quantum Computers
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Improving Dynamical Decoupling for Trapped-Ion QCCD Quantum Computers
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We examine the impact of scheduling errors on dynamical decoupling (DD) in trapped-ion quantum charge-coupled devices (QCCDs) and develop better strategies for reducing memory errors. In the QCCD architecture, qubit transport and control introduce stochastic pulse delays that impact the efficiency of DD. Using the filter-function formalism, we analyze the performance of DD in the presence of scheduling-induced timing errors, showing that they increase the sensitivity of standard DD to low-frequency fluctuations. For typical memory errors in trapped-ion platforms, we numerically demonstrate that increasing the DD pulse frequency beyond 2 Hz is generally counterproductive due to scheduling-induced timing errors. Furthermore, we introduce a real-time DD protocol that inserts refocusing pulses opportunistically during idle periods. We demonstrate our methods on Quantinuum H2-1 with Ramsey delay-type experiments.
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Cited by 1 Pith paper
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Structure-Preserving Quantum Simulation of Wave Equations on a Trapped-Ion Processor
On Quantinuum H2-2, Fourier-based structure-preserving circuits resolve subdomain kinetic-energy dynamics for structured 1D/2D acoustic and Dirac wave problems up to 4096 encoded degrees of freedom with MAE ~0.006–0.024.
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