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H_2^+分子谐波发射的空间分布 被引量:1

Spatial distribution of molecular harmonic emission from H_2^+
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摘要 理论研究了H_2^+分子发射高次谐波的空间分布情况。结果表明:分子谐波主要发生在两个H核附近。当核间距离较小时,两个H核发射谐波强度几乎一致。核间距离增大,正向H核发射谐波强度大于负向H核。随着空间非均匀激光场的引入,H_2^+分子在较小核间距离时,负向H核发射谐波强度略大于正向H核;在较大核间距离时,正向H核发射谐波强度大于负向H核。随着空间非均匀激光场引入位置从负向移动到正向(-100 a.u.到100 a.u.),正向H核发射谐波强度逐渐减小。通过叠加谐波可获得脉宽在66 as和62 as的超短阿秒脉冲。 The spatial distribution of high-order harmonic generation from H2+ molecules is theoretically investigated. Results show that the molecular harmonic emission mainly occurs around two H nuclei. When the internuclear distance is relatively small, the harmonic intensities of the two H nuclei are almost the same. The harmonic intensity emitted by the positive-H nucleus is higher than that of the negative-H nucleus with the internuclear distance increasing. With the introduction of the spatial inhomogeneous laser field, the harmonic intensity emitted by the negative-H nucleus is slightly higher than that of the positive-H nucleus when the internuclear distance of H+ molecules is relatively small. The harmonic intensity emitted by the positive-H nucleus is higher than that of the negative-H nucleus when the internuclear distance is larger. As the spatial position of the space inhomogeneous laser field shifts from negative to positive( from -100 a.u. to 100 a.u.), the harmonic intensity emitted by the positive-H nucleus decreases gradually. The ultrashort attosecond pulses with durations of 66 as and 62 as can be obtained by superposition of harmonics.
出处 《量子电子学报》 CAS CSCD 北大核心 2018年第1期54-62,共9页 Chinese Journal of Quantum Electronics
基金 国家自然科学基金 11504151 辽宁省博士启动基金 201501123 辽宁省教育厅基金 L2014242~~
关键词 激光物理 H2+分子 谐波空间分布 高次谐波 阿秒脉冲 laser physics H2+ molecule spatial distribution of harmonics high-order harmonic generation attosecond pulse
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  • 1金成,周效信,赵松峰.静电场对强激光场中氢原子产生高次谐波的影响[J].量子电子学报,2007,24(2):194-201. 被引量:2
  • 2M.Drescher et al.Nature (London),2002,419:803.
  • 3Agostini P,DiMauro L F.Rep.Prog.Phys.,2004,67:813.
  • 4Brabec T,Krausz F.Rev.Mod.Phys.,2000,72:545.
  • 5Sola I J et al.Nature Phys.,2006,2:319.
  • 6Sansone G et al.Science,2006,314:443.
  • 7Zeng Z,Cheng Y,Song X et al.Phys.Rev.Lett.,2007,98:203901.
  • 8Baltuka A et al.Nature (London),2003,421:611.
  • 9Tong X M,Chu Shih-I.Phys.Rev.A,2000,61:021802.
  • 10Carrera J J,Tong X M,Chu Shih-I.Phys.Rev.A,2006,74:023404.

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