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组分夸克模型下研究高次分波的核子-核子散射
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作者 黄虹霞 平加伦 《南京师大学报(自然科学版)》 CAS CSCD 北大核心 2011年第4期43-48,共6页
在手征夸克模型和夸克蜕定域色屏蔽模型框架下,利用共振群方法研究高次分波的核子-核子散射相移,两个模型结果基本一致,且与实验相符.在3F2、3F3、3F4和3H4分波中,两个模型都没有找到任何共振态.
关键词 核子-核子散射相移 高次分波 共振态 组分夸克模型
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Multiple attenuation using λ–f domain high-resolution Radon transform 被引量:5
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作者 李志娜 李振春 +1 位作者 王鹏 徐强 《Applied Geophysics》 SCIE CSCD 2013年第4期433-441,511,共10页
The parabolic Radon transform has been widely used in multiple attenuation. To further improve the accuracy and efficiency of the Radon transform, we developed the 2- fdomain high-resolution Radon transform based on t... The parabolic Radon transform has been widely used in multiple attenuation. To further improve the accuracy and efficiency of the Radon transform, we developed the 2- fdomain high-resolution Radon transform based on the fast and modified parabolic Radon transform presented by Abbad. The introduction of a new variable 2 makes the transform operator frequency-independent. Thus, we need to calculate the transform operator and its inverse operator only once, which greatly improves the computational efficiency. Besides, because the primaries and multiples are distributed on straight lines with different slopes in the 2-fdomain, we can easily choose the filtering operator to suppress the multiples. At the same time, the proposed method offers the advantage of high-resolution Radon transform, which can greatly improve the precision of attenuating the multiples. Numerical experiments suggest that the multiples are well suppressed and the amplitude versus offset characteristics of the primaries are well maintained. Real data processing results further verify the effectiveness and feasibility of the method. 展开更多
关键词 λ-f domain high resolution parabolic Radon transform multiple attenuation
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High-order Harmonic Generation of Aligned Acetylene in Elliptically Polarized Strong Laser Fields
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作者 Hong-jingLiang Qiao-xia Wang +5 位作者 Xin Fan Li-yu Shan ShuangFeng BingYan Ri Ma Hai-feng Xu 《Chinese Journal of Chemical Physics》 SCIE CAS CSCD 2018年第4期471-476,614,共7页
We perform an experimental study on high-order harmonic generation (HHG) of aligned acetylene molecules induced by a 35-fs 800-nm strong laser field, by using a home-built HHG spectrometer. It is observed that the m... We perform an experimental study on high-order harmonic generation (HHG) of aligned acetylene molecules induced by a 35-fs 800-nm strong laser field, by using a home-built HHG spectrometer. It is observed that the molecular HHG probability declines with in- creasing the laser ellipticity, which is in consistence with the deduction fl'om the well-known tunneling-plus-rescattering scenario. By introducing a weak felntosecond laser pulse to non- adiabatically align the molecules, we investigated the molecular orbital efl)ct on the HHG in both linearly and elliptically polarized driving laser fields. The results show that the harmonic intensity is maximum for the molecular axis aligned perpendicularly to the laser electric field. It indicates that both the highest occupied molecular orbitals (HOMO) and HOMO-1 contribute to the strong-field HHG of acetylene molecules. Our study should pave the way for understanding the interaction of molecules with ultrafast strong laser fields. 展开更多
关键词 High-order harmonic generation Aligned molecule Elliptically polarizedstrong laser
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Solution procedure of residue harmonic balance method and its applications 被引量:2
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作者 GUO ZhongJin LEUNG A Y T MA XiaoYan 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS 2014年第8期1581-1591,共11页
This paper presents a simple and rigorous solution procedure of residue harmonic balance for predicting the accurate approximation of certain autonomous ordinary differential systems.In this solution procedure,no smal... This paper presents a simple and rigorous solution procedure of residue harmonic balance for predicting the accurate approximation of certain autonomous ordinary differential systems.In this solution procedure,no small parameter is assumed.The harmonic residue of balance equation is separated in two parts at each step.The first part has the same number of Fourier terms as the present order of approximation and the remaining part is used in the subsequent improvement.The corrections are governed by linear ordinary differential equation so that they can be solved easily by means of harmonic balance method again.Three kinds of different differential equations involving general,fractional and delay ordinary differential systems are given as numerical examples respectively.Highly accurate limited cycle frequency and amplitude are captured.The results match well with the exact solutions or numerical solutions for a wide range of control parameters.Comparison with those available shows that the residue harmonic balance solution procedure is very effective for these autonomous differential systems.Moreover,the present method works not only in predicting the amplitude but also the frequency of bifurcated period solution for delay ordinary differential equation. 展开更多
关键词 residue harmonic balance accurate approximation fractional ordinary differential system delay ordinary differential system
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