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X射线鬼成像是一种低剂量、非定域成像方法,对医疗诊断和生物成像具有重要意义.在基于晶体劳厄衍射分光的X射线鬼成像中,晶体振动会造成衍射光路上散斑的模糊,进而导致利用关联方法重构图像衬度和空间分辨的降低.本文系统分析了衍射光路上散斑图像的模糊程度对归一化二阶关联函数g(2)的最大值和半高全。宽的影响.模糊程度的增强会导致g(2)最大值的减小和半高全宽的展宽,在理论上证明了模糊程度会引起重构图像的衬度和分辨能力的降低.为解决上述问题,本文在衍射光路和直通光路的直接关联方法(CLH)的基础上提出CLHE方法(CLH enhanced method).模拟实验表明CLHE算法能同时改善图像衬度和提高重构分辨率,并且模糊程度增强时,GLHE算法重构图像的峰值信噪比与先对直通光路的散斑图像进行高斯滤波处理再进行双光路关联计算方法(GLL)的差距扩大,同时保证其对噪声的鲁棒性.本文为晶体衍射分光的X射线鬼成像的实际应用提供可行的思路. 相似文献
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Efficient implementation of x-ray ghost imaging based on a modified compressive sensing algorithm
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Haipeng Zhang 《中国物理 B》2022,31(6):64202-064202
Towards efficient implementation of x-ray ghost imaging (XGI), efficient data acquisition and fast image reconstruction together with high image quality are preferred. In view of radiation dose resulted from the incident x-rays, fewer measurements with sufficient signal-to-noise ratio (SNR) are always anticipated. Available methods based on linear and compressive sensing algorithms cannot meet all the requirements simultaneously. In this paper, a method based on a modified compressive sensing algorithm with conjugate gradient descent method (CGDGI) is developed to solve the problems encountered in available XGI methods. Simulation and experiments demonstrate the practicability of CGDGI-based method for the efficient implementation of XGI. The image reconstruction time of sub-second implicates that the proposed method has the potential for real-time XGI. 相似文献
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We report the implementation of qubit-qubit coupling in a three-dimensional(3 D) cavity, using the exchange of virtual photons, to realize logical operations. We measure single photon and multi-photon transitions in this qubit-qubit coupling system and obtain its energy avoided-crossing spectrum. With ac-Stark effect, fast control of the qubits is achieved to tune the effective coupling on and off and the state-swap gate (SWAP)~(1/2) is successfully constructed. Moreover, using two-photon transition between the ground state and doubly excited states, a kind of two-photon Rabi-like oscillation is observed. A quarter period of this oscillation corresponds to the logical gate (bSWAP)~(1/2), which is used for generating Bell states.(bSWAP)~(1/2) and (iSWAP)~(1/2) are the foundations of future preparation of two-qubit Bell states and realization of CNOT gate. 相似文献
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