2011
DOI: 10.1016/j.nima.2011.07.031
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FEL beam characterization from measurements of the Wigner distribution function

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Cited by 8 publications
(15 citation statements)
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“…The derived equation corresponds to the projection slice theorem of tomography which states that in Fourier space, intensity profiles represent slices of the Wigner distribution function, as defined by the transformation matrices A and B [122,123]. In other words, intensity information of a beam can be employed to reconstruct its a priori unknown Wigner distribution.…”
Section: Reconstruction Of the Wigner Distribution Function For Separmentioning
confidence: 99%
“…The derived equation corresponds to the projection slice theorem of tomography which states that in Fourier space, intensity profiles represent slices of the Wigner distribution function, as defined by the transformation matrices A and B [122,123]. In other words, intensity information of a beam can be employed to reconstruct its a priori unknown Wigner distribution.…”
Section: Reconstruction Of the Wigner Distribution Function For Separmentioning
confidence: 99%
“…Synchrotronquellen [35] und Freie-Elektronen-Lasern [36]. Dieses Verfahren wird auch hier verwendet (in leicht angepasster Form) und in Kapitel 6 näher beschrieben.…”
Section: Die Wellenfront Eines Strahls Bei Voller Und Partieller Kohäunclassified
“…interpoliert mit der Lage der Strahltaille z 0i und i = x, y [36]. Durch Rücktransforma-tion wird die Wignerfunktion berechnet.…”
Section: Wellenfrontmessungen An Flash Beamlinesunclassified
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“…Data coming from different radiation pulses are merged together, losing any possibly attractive information coming from a statistical analysis. Wavefront analysis using Hartmann Wavefront Sensors was proposed to determine the spatial characteristics of the FEL source in single-shot regime [17] and demonstrated at the SCSS Test Accelerator [18], at FLASH [19,20] and at FERMI [21]. At LCLS, besides the study about the wavefront [22], an evaluation of the transverse coherence in the X ray range has been performed by measuring the homodyne speckle intensity due to coherent diffraction by disordered samples in the low and wide angle configurations [23], paving the way for the application of statistical methods on FELs.…”
Section: Introductionmentioning
confidence: 99%