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高阶啁啾所致超短脉冲自相关修正谱特性及测量对策
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作者 刘雅洁 《嘉兴学院学报》 2013年第3期94-98,共5页
通过研究超短脉冲的干涉自相关(IAC)信号及其对应的自相关修正谱(MOSAIC)与各阶啁啾参量之间的关系,得到线性、平方和立方啁啾对MOSAIC信号下包络迹线的不同影响的特性.在借助归一化平均啁啾概念的基础上,讨论了各阶啁啾在归一化MOSIC... 通过研究超短脉冲的干涉自相关(IAC)信号及其对应的自相关修正谱(MOSAIC)与各阶啁啾参量之间的关系,得到线性、平方和立方啁啾对MOSAIC信号下包络迹线的不同影响的特性.在借助归一化平均啁啾概念的基础上,讨论了各阶啁啾在归一化MOSIC信号相干极小迹线的峰值及其对应的延时时间位置影响和MOSIC信号归一化相干极小迹线在τ/tp=0处的量值与立方啁啾参量的关系.根据这些特征,提出了确定该类脉冲高阶啁啾的方法. 展开更多
关键词 超快测量 干涉自相关包络 高斯超短脉冲 高阶啁啾
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Chirped Bright and Dark Solitons for NLSE with Localized Dissipation
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作者 Shally Loomba Harleen Kaur Rama Gupta C. N. Kumar 《Journal of Mathematics and System Science》 2014年第7期491-497,共7页
We report the existence of chirped bright and dark solitons for higher order nonlinear Schrodinger equation in the presence of localized dissipation. The parameter domains are delineated in which these solitons exist.... We report the existence of chirped bright and dark solitons for higher order nonlinear Schrodinger equation in the presence of localized dissipation. The parameter domains are delineated in which these solitons exist. It is found that the chirp associated with each of the soliton pulses is directly proportional to intensity and gets saturated at some finite value as the retarded time approaches its asymptotic value. We further show that the higher order nonlinearities in the system such as self-steepening and self-frequency shift do not influence the amplitude of the soliton pulses significantly but primarily control the strength of the localized dissipation. 展开更多
关键词 Nonlinear Schrodinger equation chirped solitons localized dissipation.
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Single Ultrashort Attosecond Pulse Generation via Combination of Chirped Fundamental Laser and an Ultraviolet Controlling Pulse
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作者 李鹏程 周效信 《Communications in Theoretical Physics》 SCIE CAS CSCD 2012年第3期445-451,共7页
We theoretically study the high-order harmonic generation (HHG) from a hydrogen atom in an intense few-cycle chirped fundamental laser in combination with an ultraviolet (uv) controlling pulse. The high-order harm... We theoretically study the high-order harmonic generation (HHG) from a hydrogen atom in an intense few-cycle chirped fundamental laser in combination with an ultraviolet (uv) controlling pulse. The high-order harmonic spectrum is calculated by solving the time-dependent Schr6dinger equation using the split-operator method. In our calculation, we present the difference of the high-order harmonic spectrum from one-dimensional (1D) model hydrogen atom and three-dimensional (3D) real hydrogen atom. We found that the plateau of the high-order harmonic generation from the 1D ease and 3D case are all extended effectively to Iv -k 35Up due to the presence of the chirped laser pulse and the HHG supercontinuum spectrum is generated by adding an ultraviolet controlling pulse at a proper time, but the efficiency of the HHC for 3D case is more higher at the near cut-off region than the 1D case. Therefore, the generation of the attosecond pulse by synthesizing the harmonics near cut-off region have some slight differences between 1D and 3D simulations. As a real 3D case study, we show that an isolated 18 as pulse with a bandwidth of 232.5 eV is generated directly by optmizing the combination laser fields. 展开更多
关键词 high-order harmonic generation attosecond pulse generation intense laser field
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