2016
DOI: 10.1103/physrevaccelbeams.19.080702
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Generation of subterawatt-attosecond pulses in a soft x-ray free-electron laser

Abstract: We propose a novel scheme to generate attosecond soft x rays in a self-seeded free-electron laser (FEL) suitable for enabling attosecond spectroscopic investigations. A time-energy chirped electron bunch with additional sinusoidal energy modulation is adopted to produce a short seed pulse through a self-seeding monochromator. This short seed pulse, together with high electron current spikes and a cascaded delay setup, enables a high-efficiency FEL with a fresh bunch scheme. Simulations show that using the Lina… Show more

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Cited by 19 publications
(15 citation statements)
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“…X-ray free-electron (XFEL) sources [1,2] provide x-ray pulses of femtosecond and potentially attosecond duration [3] of unprecedented high intensities [4] and could become game changers for x-ray spectroscopy applications. Current experiments are using primarily the linear interaction of matter with the x-ray pulses taking advantage of their ultrashort duration [5,6].…”
mentioning
confidence: 99%
“…X-ray free-electron (XFEL) sources [1,2] provide x-ray pulses of femtosecond and potentially attosecond duration [3] of unprecedented high intensities [4] and could become game changers for x-ray spectroscopy applications. Current experiments are using primarily the linear interaction of matter with the x-ray pulses taking advantage of their ultrashort duration [5,6].…”
mentioning
confidence: 99%
“…However to produce a reliable rate of single coherent spectral spikes, the operating point should be kept before saturation thereby limiting the achievable power. Several schemes have been proposed to produce high power ultra-short soft X-rays [44][45][46][47][48][49][50]. Particularly, a multi-stage scheme capable of generating terawatt few-femtosecond pulses has been proposed [47] by using Fresh-slice amplification in ten cascaded stages.…”
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confidence: 99%
“…The latter is commonly used to describe properties of FEL radiation (Wu et al, 2007;Allaria et al, 2010;Marcus et al, 2014;Huang et al, 2016;Serkez, 2016). The spectrogram of a signal f (t) can be expressed through the two-dimensional convolution of the Wigner distribution of that signal W f and the Wigner distribution W h of the spectrogram window function h(t),…”
Section: Definitions and Conventionsmentioning
confidence: 99%