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Cloud Quantum Computing of an Atomic Nucleus (1801.03897v1)

Published 11 Jan 2018 in quant-ph and nucl-th

Abstract: We report a quantum simulation of the deuteron binding energy on quantum processors accessed via cloud servers. We use a Hamiltonian from pionless effective field theory at leading order. We design a low-depth version of the unitary coupled-cluster ansatz, use the variational quantum eigensolver algorithm, and compute the binding energy to within a few percent. Our work is the first step towards scalable nuclear structure computations on a quantum processor via the cloud, and it sheds light on how to map scientific computing applications onto nascent quantum devices.

Citations (306)

Summary

  • The paper demonstrates the simulation of deuteron binding energy using a low-depth unitary coupled-cluster ansatz with the VQE algorithm.
  • The methodology employs pionless EFT and the Jordan-Wigner transformation to map nuclear interactions onto qubits on IBM Q and Rigetti processors.
  • The results achieved binding energy estimates within 3% accuracy, highlighting effective error mitigation and the potential of cloud quantum simulations in nuclear physics.

Cloud Quantum Computing of an Atomic Nucleus: An Insightful Overview

The paper "Cloud Quantum Computing of an Atomic Nucleus" presents a noteworthy advancement in the application of quantum computing to nuclear physics. The paper focuses on simulating the binding energy of the deuteron using cloud-accessible quantum processors. Leveraging the Hamiltonian from pionless effective field theory (EFT) at leading order and employing a low-depth version of the unitary coupled-cluster ansatz with the variational quantum eigensolver (VQE) algorithm, the researchers were able to compute the binding energy to a degree of accuracy within a few percent.

Methodology and Execution

The research employs pionless EFT to construct a Hamiltonian suitable for quantum computing simulation of the deuteron, which consists of a proton and neutron in a bound state. The EFT approach is crucial because it allows modeling interactions without explicit pion exchanges, thus simplifying the computational model. The authors adopt a discrete variable representation using harmonic oscillator basis functions, a technique well-suited for nuclear structure calculations.

The authors map the orbital interactions of the deuteron onto qubits using the Jordan-Wigner transformation, a method that facilitates encoding fermionic states on quantum hardware. For the quantum simulation, a 2-qubit Hamiltonian was initially used, increasing to a 3-qubit model, which represents a significant increase in complexity due to the proliferation of entangling operations required.

The computations were executed on publicly accessible quantum processors, the IBM Q Experience and Rigetti 19Q, made possible through cloud services. These devices, although limited in the number of qubits and susceptible to errors, showcase the potential of cloud quantum computing in handling complex simulations in physics.

Results and Analysis

The paper's results demonstrated a high degree of accuracy for the binding energy calculation of the deuteron, with energies computed on quantum devices aligning closely with classical diagonalization methods' results. The extrapolated energies from the experiments on quantum chips deviated by less than 3% from the known exact deuteron binding energy, showcasing impressive accuracy given hardware limitations.

Error mitigation techniques, including noise extrapolation, were expertly employed to correct for decoherence and operational errors, which are prevalent in current quantum devices. These strategies highlight the significance of addressing quantum noise, as well as the ability of hybrid classical-quantum methods to minimize these effects.

Implications and Future Prospects

This work is a tangible demonstration of applying quantum computing to previously intractable problems in nuclear physics, pointing to quantum computing's future role in handling complex quantum many-body systems. The successful implementation of quantum simulations of nuclear structure calculations illustrates a stepping stone towards more comprehensive studies involving higher nucleon numbers and more intricate nuclear reactions.

Looking ahead, the pursuit of more error-tolerant and higher qubit-count quantum processors will expand these simulations' scope, potentially allowing for not just nuclear binding energies but also reactions and decays, fundamentally impacting computational nuclear physics. The integration of quantum computing into cloud services further democratizes access to cutting-edge computational tools, potentially accelerating developments across many research areas.

In conclusion, this paper underscores the potential of quantum computing to transform scientific computing, particularly in fields entailing exponential growth in computational requirements. As quantum devices continue to improve, we can anticipate further breakthroughs in areas demanding high computational intensity, affirming the promise held by the ongoing convergence of cloud computing services and quantum technologies.

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