Quantum correlation imaging plays an important role in quantum information processing.The existing quantum correlation imaging schemes mostly use the Gaussian beam as the pump source,resulting in the entangled two pho...Quantum correlation imaging plays an important role in quantum information processing.The existing quantum correlation imaging schemes mostly use the Gaussian beam as the pump source,resulting in the entangled two photons exhibiting a Gaussian distribution.In this Letter,we report the experimental demonstration of quantum correlation imaging using a flattop beam as the pump source,which can effectively solve the problem of imaging distortion.The sampling time for each point is 5 s,and the imaging similarity is 93.4%.The principle of this scheme is reliable,the device is simple,and it can achieve high-similarity quantum correlation imaging at room temperature.展开更多
基金supported by the National Natural Science Foundation of China(Nos.12104506,62205372,and62201597)the Scientific Research Project of National University of Defense Technology(Nos.22-ZZCX-07,23-ZZCX-JDZ-46,24-ZZCX-JDZ-43,and ZK22-35)+2 种基金the Youth Independent Innovation Science Foundation Project of National University of Defense Technology(No.ZK23-45)the Hefei Comprehensive National Science Center Project(No.KY23C502)the Director Fund Project of Advanced Laser Technology Laboratory Foundation of Anhui Province(No.KY22C608)。
文摘Quantum correlation imaging plays an important role in quantum information processing.The existing quantum correlation imaging schemes mostly use the Gaussian beam as the pump source,resulting in the entangled two photons exhibiting a Gaussian distribution.In this Letter,we report the experimental demonstration of quantum correlation imaging using a flattop beam as the pump source,which can effectively solve the problem of imaging distortion.The sampling time for each point is 5 s,and the imaging similarity is 93.4%.The principle of this scheme is reliable,the device is simple,and it can achieve high-similarity quantum correlation imaging at room temperature.
