论文标题
使用易于故障的量子计算机模拟锂离子电池的关键特性
Simulating key properties of lithium-ion batteries with a fault-tolerant quantum computer
论文作者
论文摘要
迫切需要开发新的可充电电池技术,这些技术可以提供更高的能量存储,更快的充电和更低的成本。尽管现有方法成功地模拟了电池材料,但它们有时可能无法提供准确可靠的结果。量子计算已被讨论为克服这些问题的途径,但仅完成了有限的工作来概述它们如何影响电池模拟。在这项工作中,我们为以下问题提供了一个详细的答案:如何使用量子计算机模拟锂离子电池的关键特性?基于最近引入的第一量化技术,我们布置了一种用于计算平衡电池电压,离子迁移率和热稳定性的端到端量子算法。这些可以从材料的基态能量中获得,这是使用基于Qubitization的量子相估计进行的量子计算机执行的核心计算。该算法包括在第一次量化中准备周期性材料的近似接地状态的明确方法。我们将这些见解汇总在一起,以对实施量子算法所需的资源进行首次估算,以模拟逼真的阴极材料硅酸盐硅酸盐。
There is a pressing need to develop new rechargeable battery technologies that can offer higher energy storage, faster charging, and lower costs. Despite the success of existing methods for the simulation of battery materials, they can sometimes fall short of delivering accurate and reliable results. Quantum computing has been discussed as an avenue to overcome these issues, but only limited work has been done to outline how they may impact battery simulations. In this work, we provide a detailed answer to the following question: how can a quantum computer be used to simulate key properties of a lithium-ion battery? Based on recently-introduced first-quantization techniques, we lay out an end-to-end quantum algorithm for calculating equilibrium cell voltages, ionic mobility, and thermal stability. These can be obtained from ground-state energies of materials, which is the core calculation executed by the quantum computer using qubitization-based quantum phase estimation. The algorithm includes explicit methods for preparing approximate ground states of periodic materials in first quantization. We bring these insights together to perform the first estimation of the resources required to implement a quantum algorithm for simulating a realistic cathode material, dilithium iron silicate.