Paper
1 September 1991 Application of spatially resolving holographic interferometry to plasma diagnostics
Theo Neger, Helmut Jaeger, Harald Philipp, Georg Pretzler, Klaus Widmann, Jakob Woisetschlaeger
Author Affiliations +
Abstract
Holographic interferometry provides certain advantages in the fabrication of interferograms for multidirectional observation of transparent media. This turns out to be useful, if inhomogeneous phase objects such as plasmas of technical interest are to be analyzed. The serious problem of a comparatively small fringe shift being caused by neutral or charged particles in a plasma can be reduced using the technique of spatial optical heterodyning. The corresponding highly resolved phase profiles are well suited for the application of sensitive tomographic reconstruction algorithms, as they are known from x-ray compute tomography in medicine. For the case of rotationally symmetric phase objects a new reconstruction technique is presented. The combination of resonant holographic interferometry with tomography allows the determination of the particle density of distinct atoms and ions and their spatial distribution in an inhomogeneous plasma. Finally, the consideration of saturation effects in the use of resonant holographic interferometry, the degree of ray-bending because of refractive index gradients due to inhomogeneities, and ways of suppression of the troubling strong self radiation of a plasma are discussed.
© (1991) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Theo Neger, Helmut Jaeger, Harald Philipp, Georg Pretzler, Klaus Widmann, and Jakob Woisetschlaeger "Application of spatially resolving holographic interferometry to plasma diagnostics", Proc. SPIE 1507, Holographic Optics III: Principles and Applications, (1 September 1991); https://doi.org/10.1117/12.47069
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Cited by 1 scholarly publication.
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KEYWORDS
Plasma

Tomography

Holographic interferometry

Refractive index

Sodium

Holography

Reconstruction algorithms

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