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This article gives an overview on recent progress in the generation of isolated attosecond pulse and isolated half-cycle attosecond pulse. As an isolated attosecond pulse is preferred in the pump-probe experiments for the dynamics of electrons in atom, molecule, or solid, we focus on the isolated attosecond pulses generation from the intense laser pulses interaction with solid density plasma, which have higher intensity and narrower pulse width than that generated in the interaction of laser pulse with gas target. We have firstly discussed the physical mechanism of isolated attosecond pulse generation, such as polarization gating, two-color laser pulses, attosecond light houses, and capacitor target mechanism. In the polarization gating mechanism, we have discussed the physical mechanism that the higher-order harmonic efficiency decreases with the increase of ellipticity. Both the coherent synchrotron radiation mechanism and the relativistic oscillation mechanism can control the intensity of high-order harmonic generation by controlling ellipticity of the incident laser pulse. We also discussed other mechanism to enhance the isolated attosecond pulse bursts in detail. Secondly, we focus on the isolated half-cycle attosecond pulses, which can also be generated from the intense laser pulses interaction with solid density plasma by double foil target mechanism, gas-foil target mechanism, cascaded generation mechanism, microstructured target mechanism, and three-color laser pulse mechanism. The half-cycle attosecond pulses can be useful for probing ultrafast electron dynamics in matter via asymmetric manipulation. Accordingly we discussed the physcial mechanism, experimental feasibility, calibration measurement, and application prospect of half-cycle attosecond pulse in this article. The above mechanism can directly generate ultra-intense isolated attosecond pulses in the transmission direction without requiring extra filters and gating techniques. The dense electron sheet is crucial for the generation of intense attosecond pulses in different mechanisms, such as coherent wake emission (CWE), relativistic oscillating mirror (ROM) and coherent synchrotron emission (CSE). In this article, all the mechanism for half-cycle attosecond pulses generation can ensure only one electron sheet contributing to the transmitted radiation. We discuss the theoretical model of nanobunching of the electron sheet, which shows that the relativistic oscillation is crucial for the formation of electron sheet.
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Keywords:
- intense laser pulses /
- solid density plasma /
- half-cycle attosecond pulses /
- isolated attosecond pulse
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图 3 非共线偏振门控方案示意图. 具有正交光轴的四分之一波片将两个具有时间延迟的线偏振激光脉冲分别转换为左旋和右旋圆偏振激光脉冲. 这些脉冲在焦点处的重叠部分形成线偏振光[52]
Figure 3. Sketch of the noncollinear polarization gating method. A split quarter wave plate with orthogonal optical axes converts two delayed linearly polarized half beam pulses into left and right circularly polarized pulses. These pulses overlap at focus and create a linear gate[52]
图 8 孤立阿秒脉冲产生的电容器靶方案 (a)电容器靶的充电过程; (b)电容器靶的放电过程[15]
Figure 8. Scheme of a single attosecond pulse generation by an intense laser irradiating a capacitor-nanofoil target: (a) Formation of relativistic flying electrons sheets from first target; (b) relativistic electron sheet from the second target for enhanced coherent synchrotron emission of attosecond pulse[15].
图 10 (a)实验测得辐射谱, NSF表示正入射单靶, OSF表示斜入射单靶, NDF表示正入射双靶, ODF表示斜入射双靶; (b)用厚度为50 nm的铝膜进行滤波的谱, 这里只给出了不同靶条件下相对振幅的大小; (c)离轴与轴上的谐波强度之比, 用
$ 50\, {\rm nm} $ 斜入射单靶的数据进行了归一化[84]Figure 10. (a) Experimental spectra in the range of 18–400 eV. (b) Spectra are recorded behind a
$50\; {\rm nm}$ Al filter without calibration. They give only relative amplitudes for different target geometry, but not the actual shape of the spectra. (c) Ratio of off-axis to on-axis intensity, normalized to the case of OSF at 50 nm[84]图 14 (a)双色激光合成脉冲的波形; (b)透射方向产生的半周期阿秒脉冲的电场波形; (c)阿秒脉冲强度分布波形, 脉宽为
$5\; {\rm as}$ ; (d)电子数密度的时空演化过程. 图中电子片B用绿色点线标出, 电子片A和C用蓝色点线标出[88]Figure 14. (a) Spatial profile of normalized electric field of the driving two-color laser pulses; (b) normalized electric field of an attosecond pulse in transmission direction; (c) attosecond pulse has a FWHM of about
$5\; {\rm as}$ ; (d) spatiotemporal evolution of the normalized electron number density. The trajectory of electron sheet B is marked by a green dotted line and the trajectory of electron sheets A and C are represented by blue dotted lines[88]图 15 (a)电子密度的时空演化图; (b)三色激光合成脉冲的波形; (c)产生的半周期阿秒脉冲, 脉宽为7 as[16]
Figure 15. (a) Spatiotemporal evolution of the normalized electron number density; (b) waveform of the normalized electric field from the three-color laser pulses before it interacts with the foil; (c) generated half-cycle attosecond pulse in the transmission direction. The left inset shows a unipolar profile and the right inset shows a close-up of the attosecond pulse having a FWHM of about 7 as[16]
图 16 从理论模型得到的
$x\text{-}t$ 平面上的电子轨迹 (a)电子片会聚的理论模型结果; (b)电子片发散的理论模型结果[16]Figure 16. Electron trajectory in the
$x\text{-}t$ plane from the analytical model: (a) Nanobunching model for explaining the convergence mechanism of electrons; (b) model for explaining the divergence mechanism of electron nanobunch[16] -
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[2] Krausz F, Ivanov M 2009 Rev. Mod. Phys. 81 163Google Scholar
[3] Heissler P, Tzallas P, Mikhailova J M, Khrennikov K, Waldecker L, Krausz F, Karsch S, Charalambidis D, Tsakiris G D 2010 New J. Phys. 14 043025
[4] 汪洋, 刘煜, 吴成印 2022 物理学报 71 234205Google Scholar
Wang Y, Liu Y, Wu C Y 2022 Acta Phys. Sin. 71 234205Google Scholar
[5] 徐一丹, 姜雯昱, 童继红, 韩露露, 左子潭, 许理明, 宫晓春, 吴健 2022 物理学报 71 233301Google Scholar
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[6] 屠倩, 陈友龙, 刘凯, 王凤, 张晓凡, 杨溢, 唐富明, 廖青 2021 物理学报 70 113202Google Scholar
Tu Q, Chen Y L, Liu K, Wang F, Zhang X F, Yang Y, Tang F M, Liao Q 2021 Acta Phys. Sin. 70 113202Google Scholar
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