1997
DOI: 10.1103/physrevlett.79.1006
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Phase-Locked High-Order Harmonic Sources

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Cited by 109 publications
(56 citation statements)
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“…The fringe patterns show a high stability, only slightly disturbed by residual mechanical vibrations in the interferometer, as well as a high robustness against differences in intensities in the two pump pulses. These observations confirm the results presented in our previous paper [9], and extend them to laser pulses of significantly higher intensity and shorter duration, as well as to shorter generated wavelengths.…”
Section: (Received 19 December 1997)supporting
confidence: 81%
See 1 more Smart Citation
“…The fringe patterns show a high stability, only slightly disturbed by residual mechanical vibrations in the interferometer, as well as a high robustness against differences in intensities in the two pump pulses. These observations confirm the results presented in our previous paper [9], and extend them to laser pulses of significantly higher intensity and shorter duration, as well as to shorter generated wavelengths.…”
Section: (Received 19 December 1997)supporting
confidence: 81%
“…However, the temporal coherence which is a very fundamental property, has gone largely unexplored so far, except for some spectral measurements [8]. Recently, we have shown that two spatially separated sources of high harmonic radiation created by the same laser pulse are phase locked [9] and lead to interference fringes when superposed in the far field. That experiment, however, did not shed light on the temporal coherence of the harmonic radiation, since the two harmonic pulses were superposed in time.…”
Section: (Received 19 December 1997)mentioning
confidence: 99%
“…To reach wavelengths below 120 nm in the extreme ultraviolet or even x rays, high harmonic generation (HHG) has to be employed requiring nonlinear interaction at much higher intensities in the nonperturbative regime [15]. That HHG can be phase coherent to some degree is known [15][16][17], and recently XUV light has been generated based on upconversion of all pulses of a comb laser at full repetition rate [18][19][20][21]. However, no comb structure in the harmonics has been demonstrated in the XUV, nor had these sources enough power to perform a spectroscopic experiment.…”
mentioning
confidence: 99%
“…Therefore, a higher degree of phase coherence is expected in this case. Experimentally, this has been verified for individual harmonics (Zerne et al 1997) by inducing spatial interference between two HHG beams, as shown in Figure 31. For this demonstration, 35 ps pulses from a normal mode-locked 1064 nm laser (not a frequency comb) were split in two and individually focused side by side to ≈ 10 13 W cm −2 in a gas jet.…”
Section: Upconversion Of Frequency Comb Lasersmentioning
confidence: 84%