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Reciprocal transformations of the space-time shifted nonlocal short pulse equations
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作者 王静 吴华 张大军 《Chinese Physics B》 SCIE EI CAS CSCD 2022年第12期14-19,共6页
Reciprocal transformations of the space-time shifted nonlocal short pulse equations are elaborated.Covariance of dependent and independent variables involved in the reciprocal transformations is investigated.Exact sol... Reciprocal transformations of the space-time shifted nonlocal short pulse equations are elaborated.Covariance of dependent and independent variables involved in the reciprocal transformations is investigated.Exact solutions of the space-time shifted nonlocal short pulse equations are given in terms of double Wronskians.Realness of independent variables involved in the reciprocal transformations is verified.Dynamics of some obtained solutions are illustrated. 展开更多
关键词 reciprocal transformation space-time shifted nonlocal short pulse equation covariance of variable solution
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A Sound Field Separation and Reconstruction Technique Based on Reciprocity Theorem and Fourier Transform 被引量:1
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作者 李小雷 王宁 +1 位作者 高大治 李琪 《Chinese Physics Letters》 SCIE CAS CSCD 2018年第11期42-45,共4页
We show a method to separate the sound field radiated by a signal source from the sound field radiated by noise sources and to reconstruct the sound field radiated by the signal source. The proposed method is based on... We show a method to separate the sound field radiated by a signal source from the sound field radiated by noise sources and to reconstruct the sound field radiated by the signal source. The proposed method is based on reciprocity theorem and the Fourier transform. Both the sound field and its gradient on a measurement surface are needed in the method. Evanescent waves are considered in the method, which ensures a high resolution reconstruction in the near field region of the signal source when evanescent waves can be measured. A simulation is given to verify the method and the influence of measurement noise on the method is discussed. 展开更多
关键词 A Sound Field Separation and Reconstruction Technique Based on Reciprocity Theorem and Fourier Transform
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