4.3 Article

Tomotok: python package for tomography of tokamak plasma radiation

Journal

JOURNAL OF INSTRUMENTATION
Volume 16, Issue 12, Pages -

Publisher

IOP Publishing Ltd
DOI: 10.1088/1748-0221/16/12/C12015

Keywords

Data processing methods; Plasma diagnostics - interferometry; spectroscopy and imaging

Funding

  1. project COMPASS-U: tokamak for cutting-edge fusion research [CZ.02.1.01/0.0/0.0/16_019/0000768]
  2. European Structural and Investment Funds

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Tomotok is a Python package focused on tomographic inversion of tokamak plasma radiation, providing multiple algorithms and a user-friendly interface. The software is planned to be released as open source to enable global application on different devices. In addition to inversion methods, it also offers auxiliary content and tools for creating simple synthetic diagnostic systems.
A python package, called Tomotok, focused on performing tomographic inversion of tokamak plasma radiation is being developed at the Institute of Plasma Physics of the Czech Academy of Sciences. It aims at providing multiple inversion algorithms with an user friendly interface. In order to enable and ease performing tomographic inversion on different devices worldwide, it is planned to publish this software as open source in the near future. In this contribution, the package structure allowing an easy implementation of various tokamak and diagnostic geometries is described and an overview of the package contents is given. Apart from inversionmethods, overviewof Tomotok auxiliary content is given. The package provides tools for creating simple synthetic diagnostic system. These can be used for testing and benchmarking the code. This includes tools for building geometry matrices that describe the view of detectors using single line of sight approximation and artificial data generators capable of creating simple or hollow Gaussian profiles. The implemented inversion methods cover the minimum Fisher regularisation, biorthogonal decomposition and linear algebraic methods. The implementation of each method is explained, example results obtained by inverting phantom models are presented and discussed. The computation speed of implemented algorithms is benchmarked and compared.

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