The optical coherence structures of random optical fields can determine beam propagation behavior,light–matter interactions,etc.Their performance makes a light beam robust against turbulence,scattering,and distortion...The optical coherence structures of random optical fields can determine beam propagation behavior,light–matter interactions,etc.Their performance makes a light beam robust against turbulence,scattering,and distortion.Recently,we proposed optical coherence encryption and robust far-field optical imaging techniques.All related applications place a high demand on precision in the experimental measurements of complex optical coherence structures,including their real and imaginary parts.Past studies on these measurements have mainly adopted theoretical mathematical approximations,limited to Gaussian statistic involving speckle statistic(time-consuming),or used complicated and delicate optical systems in the laboratory.In this study,we provide:a robust,convenient,and fast protocol to measure the optical coherence structures of random optical fields via generalized Arago(or Poisson)spot experiments with rigorous mathematical solutions.Our proposal only requires to capture the intensity thrice,and is applicable to any optical coherence structures,regardless of their type or optical statistics.The theoretical and experimental results demonstrated that the real and imaginary parts of the structures could be simultaneously recovered with high precision.We believe that such a protocol can be widely employed in phase measurement,optical imaging,and image transfer.展开更多
We have pointed out that, after excluding operational errors, the 230Th/234U age of stalagmitic calcite shows a satisfactory internal consistency. However, good precision of the results, together with its coherence wi...We have pointed out that, after excluding operational errors, the 230Th/234U age of stalagmitic calcite shows a satisfactory internal consistency. However, good precision of the results, together with its coherence with stratigraphic sequence, is only a necessary but not a sufficient condition for ascertaining its validity.展开更多
基金This work was supported by the National Key Research and Development Program of China(2022YFA1404800,2019YFA0705000)National Natural Science Foundation of China(11974218,12004220,12104264,12192254,92250304)+2 种基金Regional Science and Technology Development Project of the Central Government(YDZX20203700001766)China Postdoctoral Science Foundation(2022T150392)the Natural Science Foundation of Shandong Province(ZR2021QA014,ZR2021ZD02).
文摘The optical coherence structures of random optical fields can determine beam propagation behavior,light–matter interactions,etc.Their performance makes a light beam robust against turbulence,scattering,and distortion.Recently,we proposed optical coherence encryption and robust far-field optical imaging techniques.All related applications place a high demand on precision in the experimental measurements of complex optical coherence structures,including their real and imaginary parts.Past studies on these measurements have mainly adopted theoretical mathematical approximations,limited to Gaussian statistic involving speckle statistic(time-consuming),or used complicated and delicate optical systems in the laboratory.In this study,we provide:a robust,convenient,and fast protocol to measure the optical coherence structures of random optical fields via generalized Arago(or Poisson)spot experiments with rigorous mathematical solutions.Our proposal only requires to capture the intensity thrice,and is applicable to any optical coherence structures,regardless of their type or optical statistics.The theoretical and experimental results demonstrated that the real and imaginary parts of the structures could be simultaneously recovered with high precision.We believe that such a protocol can be widely employed in phase measurement,optical imaging,and image transfer.
文摘We have pointed out that, after excluding operational errors, the 230Th/234U age of stalagmitic calcite shows a satisfactory internal consistency. However, good precision of the results, together with its coherence with stratigraphic sequence, is only a necessary but not a sufficient condition for ascertaining its validity.
