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Generation of midwave- and longwave infrared few-cycle multi-mJ pulses for the study of soliton-induced ultrafast nonlinear phenomena in atomic and molecular gases by using dielectric-coated metallic hollow-core fibers

Subject Area Optics, Quantum Optics and Physics of Atoms, Molecules and Plasmas
Term from 2020 to 2024
Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 443415906
 
Final Report Year 2024

Final Report Abstract

At first we demonstrated that a hollow-core fiber (HCF) is capable of compressing 40 mJ pulses at more than ten watts of average power at 2-µm wavelength. The pulses were compressed from 1.4 ps to 86 fs after spectral broadening in a 3-m long Kr-filled hollow-core fiber and contained more than 20 mJ energy. To generate the targeted pulses beyond 10 µm wavelength the 2-µm pumped ZGP-based midwave-IR OPCPA was extended with a longwave (LWIR) OPCPA stage. The GaSe-based LWIR OPCPA is also pumped at 2.05 µm and operates at 1 kHz repetition rate. The recompressed idler pulses at 11.4 µm have a duration of 180 fs and a record energy of 50 µJ. The pulse energy translates in a peak power of 0.3 GW and peak intensities of several TW/cm2 in the focused beam. Exciting nonlinear transmission experiments in liquid water were performed, however, to study solitonic effects beyond 10 µm in HCFs, the intensity was too low. For the first time, we have demonstrated and characterized the self-compression of pulses at 5 μm wavelength, based on propagation in an argon-filled HCF. 1.9 mJ pulses in a 1-kHz pulse train experienced a 1.8-fold compression, from 85 fs to 47 fs, which corresponds to only sub-three optical cycles. The compressed pulses contained 0.88 mJ energy resulting in a remarkable peak power of 17 GW, representing by far the highest for few-cycle pulses beyond 4 µm wavelength. The numerical simulations, in good agreement with the experiment, indicate that the compression is attributed to the solitonic self-compression regime. We numerically investigate the theoretical perspectives of solitonic self-compression for wavelengths beyond 4 µm, predicting the possibility to generate single-cycle pulses. We numerically studied the influence of the Coulomb potential on the plasma-induced susceptibility in a photoionized gas. The long-range Coulomb potential of the atomic core leads to a contribution to the imaginary part of the susceptibility which has no counterpart for a short-range potential. We demonstrate that the origin of this behavior are electrons in states very close to the continuum (nearly-free electrons). We developed a rigorous analytic approach to propagation simulation based on a propagator operator defined in the time domain. This approach enables precise simulations using short time windows even for resonant media and facilitates coupling of the propagation equation with first-principle methods; additionally, we develop a numerically efficient technique to construct such a propagator operator. Finally we demonstrated an alternative nonlinear compression scheme based on bulk materials. By post-compression of the multi-mJ 5 µm pulses using ZnSe around zero-dispersion, pulses as short as 53 fs with 1.9 mJ energy were achieved.

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