{"title":"量子科学与技术前沿","authors":"F. Jelezko","doi":"10.3389/frqst.2022.889909","DOIUrl":null,"url":null,"abstract":"The recently emerged field of quantum technology is aiming to employ quantum coherence and entanglement for realization of next generation sensors, standards, imaging systems, secure communication and computers. Although applications of quantum technologies cover a broad spectrum and their development stage varies from early demonstrations to commercially available devices, many challenges have been identified. The first includes tailoring materials for quantum technologies, which is playing an essential role in technological applications of quantum science. Solid state systems allowing long coherence time are essential for quantum computation and quantum sensing. Ultrapure materials with tailored isotopic content are important for reaching long coherence time of spin qubits (Awschalom et al., 2013). The ability to place single dopants with high precision and form spin qubits at desired location is essential for both quantum computing and quantum sensing applications (McCallum et al., 2012; Smith et al., 2019). The performance of different types of qubits is usually benchmarked in terms of controllability and coherence time. Usually solid-state systems allow fast control, but exhibit fast decoherence owing to complex environment. It is therefore important to search for new types of qubits combining isolation from environment and access via fast coherent control and readout. Novel approaches combining different quantum systems into build hybrid quantum devices for optimal performance is a promising avenue. Examples of such hybrid approaches are spin systems coupled to superconducting qubits (Kubo et al., 2011) and hybrid nuclear–electronic qubits (Morley et al., 2013). Optimal protocols for quantum technologies requires extension of coherence time of qubits beyond the coherence time of the isolated quantum system. The efficient protection toolkit includes dynamical decoupling (Yang et al., 2011) and quantum error correction (Terhal, 2015) based techniques. Although general principles of qubits protection were developed and tested experimentally in different model environments, it is essential to adapt them to realistic environmental noise. In the field of quantum sensing, it is also essential to combine protections against noise with non-reduced sensing performance. Experimental imperfections can be addressed using optimal control tools (Glaser et al., 2015). The development of efficient quantum algorithms is another growing field belonging to quantum software area. On one hand, it is essential to find problems where a quantum computer can outperform classical computers. On the other hand, it is essential to develop an application scenario for a limited number of qubits (Montanaro, 2016). In addition, in order to develop new algorithms, future work must include discoveries of application scenarios of already known algorithms. Application of quantum Fourier transform for sensing is a promising example of such new applications (Vorobyov et al., 2021). Signal processing is another field of quantum software that is becoming essential in applications. Advanced signal analysis protocols, like quantum compressed sensing, can be employed to quantify entanglement in large quantum devices via efficient quantum tomography (Riofrío et al., 2017). 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The first includes tailoring materials for quantum technologies, which is playing an essential role in technological applications of quantum science. Solid state systems allowing long coherence time are essential for quantum computation and quantum sensing. Ultrapure materials with tailored isotopic content are important for reaching long coherence time of spin qubits (Awschalom et al., 2013). The ability to place single dopants with high precision and form spin qubits at desired location is essential for both quantum computing and quantum sensing applications (McCallum et al., 2012; Smith et al., 2019). The performance of different types of qubits is usually benchmarked in terms of controllability and coherence time. Usually solid-state systems allow fast control, but exhibit fast decoherence owing to complex environment. It is therefore important to search for new types of qubits combining isolation from environment and access via fast coherent control and readout. Novel approaches combining different quantum systems into build hybrid quantum devices for optimal performance is a promising avenue. Examples of such hybrid approaches are spin systems coupled to superconducting qubits (Kubo et al., 2011) and hybrid nuclear–electronic qubits (Morley et al., 2013). Optimal protocols for quantum technologies requires extension of coherence time of qubits beyond the coherence time of the isolated quantum system. The efficient protection toolkit includes dynamical decoupling (Yang et al., 2011) and quantum error correction (Terhal, 2015) based techniques. Although general principles of qubits protection were developed and tested experimentally in different model environments, it is essential to adapt them to realistic environmental noise. In the field of quantum sensing, it is also essential to combine protections against noise with non-reduced sensing performance. Experimental imperfections can be addressed using optimal control tools (Glaser et al., 2015). The development of efficient quantum algorithms is another growing field belonging to quantum software area. On one hand, it is essential to find problems where a quantum computer can outperform classical computers. On the other hand, it is essential to develop an application scenario for a limited number of qubits (Montanaro, 2016). In addition, in order to develop new algorithms, future work must include discoveries of application scenarios of already known algorithms. Application of quantum Fourier transform for sensing is a promising example of such new applications (Vorobyov et al., 2021). Signal processing is another field of quantum software that is becoming essential in applications. Advanced signal analysis protocols, like quantum compressed sensing, can be employed to quantify entanglement in large quantum devices via efficient quantum tomography (Riofrío et al., 2017). 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引用次数: 0
摘要
最近兴起的量子技术领域旨在利用量子相干和纠缠来实现下一代传感器、标准、成像系统、安全通信和计算机。尽管量子技术的应用范围很广,其发展阶段从早期演示到商用设备各不相同,但已经确定了许多挑战。第一种是为量子技术定制材料,这在量子科学的技术应用中起着至关重要的作用。允许长相干时间的固态系统对于量子计算和量子传感是必不可少的。具有定制同位素含量的超纯材料对于实现自旋量子比特的长相干时间非常重要(Awschalom et al., 2013)。高精度放置单一掺杂剂并在所需位置形成自旋量子位的能力对于量子计算和量子传感应用都是至关重要的(McCallum等人,2012;Smith et al., 2019)。不同类型的量子比特的性能通常以可控性和相干时间为基准。固态系统通常允许快速控制,但由于环境复杂,退相干速度快。因此,寻找与环境隔离并通过快速相干控制和读出访问的新型量子位是很重要的。结合不同量子系统构建混合量子器件以获得最佳性能的新方法是一条很有前途的途径。这种混合方法的例子是与超导量子比特耦合的自旋系统(Kubo等人,2011)和混合核电子量子比特(Morley等人,2013)。量子技术的最佳协议要求将量子比特的相干时间延长到孤立量子系统的相干时间之外。有效的保护工具包包括动态解耦(Yang et al., 2011)和基于量子纠错(Terhal, 2015)的技术。虽然量子比特保护的一般原理已经在不同的模型环境中得到了开发和实验测试,但必须使它们适应现实的环境噪声。在量子传感领域,将抗噪声保护与不降低传感性能相结合也是必不可少的。实验缺陷可以使用最优控制工具来解决(Glaser等,2015)。高效量子算法的开发是量子软件领域的另一个发展方向。一方面,找到量子计算机优于经典计算机的问题是至关重要的。另一方面,为有限数量的量子位开发应用场景至关重要(Montanaro, 2016)。此外,为了开发新的算法,未来的工作必须包括发现已知算法的应用场景。量子傅里叶变换在传感领域的应用是此类新应用的一个很有前途的例子(Vorobyov等人,2021)。信号处理是量子软件的另一个领域,在应用中变得至关重要。先进的信号分析协议,如量子压缩感知,可以通过高效的量子断层扫描来量化大型量子设备中的纠缠(Riofrío等人,2017)。编审:龙桂路,清华大学,中国
The recently emerged field of quantum technology is aiming to employ quantum coherence and entanglement for realization of next generation sensors, standards, imaging systems, secure communication and computers. Although applications of quantum technologies cover a broad spectrum and their development stage varies from early demonstrations to commercially available devices, many challenges have been identified. The first includes tailoring materials for quantum technologies, which is playing an essential role in technological applications of quantum science. Solid state systems allowing long coherence time are essential for quantum computation and quantum sensing. Ultrapure materials with tailored isotopic content are important for reaching long coherence time of spin qubits (Awschalom et al., 2013). The ability to place single dopants with high precision and form spin qubits at desired location is essential for both quantum computing and quantum sensing applications (McCallum et al., 2012; Smith et al., 2019). The performance of different types of qubits is usually benchmarked in terms of controllability and coherence time. Usually solid-state systems allow fast control, but exhibit fast decoherence owing to complex environment. It is therefore important to search for new types of qubits combining isolation from environment and access via fast coherent control and readout. Novel approaches combining different quantum systems into build hybrid quantum devices for optimal performance is a promising avenue. Examples of such hybrid approaches are spin systems coupled to superconducting qubits (Kubo et al., 2011) and hybrid nuclear–electronic qubits (Morley et al., 2013). Optimal protocols for quantum technologies requires extension of coherence time of qubits beyond the coherence time of the isolated quantum system. The efficient protection toolkit includes dynamical decoupling (Yang et al., 2011) and quantum error correction (Terhal, 2015) based techniques. Although general principles of qubits protection were developed and tested experimentally in different model environments, it is essential to adapt them to realistic environmental noise. In the field of quantum sensing, it is also essential to combine protections against noise with non-reduced sensing performance. Experimental imperfections can be addressed using optimal control tools (Glaser et al., 2015). The development of efficient quantum algorithms is another growing field belonging to quantum software area. On one hand, it is essential to find problems where a quantum computer can outperform classical computers. On the other hand, it is essential to develop an application scenario for a limited number of qubits (Montanaro, 2016). In addition, in order to develop new algorithms, future work must include discoveries of application scenarios of already known algorithms. Application of quantum Fourier transform for sensing is a promising example of such new applications (Vorobyov et al., 2021). Signal processing is another field of quantum software that is becoming essential in applications. Advanced signal analysis protocols, like quantum compressed sensing, can be employed to quantify entanglement in large quantum devices via efficient quantum tomography (Riofrío et al., 2017). Edited and reviewed by: Gui-Lu Long, Tsinghua University, China