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Filling a gap in the literature, this introduction to the topic covers the physics of the standard microwave diagnostics established on modern fusion experiments, .
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Periodicals Literature. Keyword Title Author Topic. Fusion plasma diagnostics with mm-waves; an introduction. Fusion plasma diagnostics with mm-waves; an introduction.. MM-Wave Components and Subsystems 8.

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Particle Physics Manchester Physics Series. Physics of Atomic Nuclei. Imaging gaseous detectors and their applications. Fusion Plasma Physics. Einfuhrung in die Kernphysik. Nuclear Physics Principles and Applications. View Wishlist. Our Awards Booktopia's Charities. Izotov, V. Khizhnyak, D. Mansfeld, V. Skalyga, V. I, Jul. Golubev, V. Mansfeld, A.

Nikolaev, E. Oks, G. Sathyanarayana , S. Kulkarni , A. Mukherjee , B. Shukla , J. Srinivas , P. Khilar , M. Kushwah , Rajnish Kumar , R. Sugandhi , P. Chattopadhyay , Singh Raghuraj , H.


  1. Fusion Plasma Diagnostics with mm-Waves: Hartfuß/Fusion Plasma Diagnostics with mm-Waves?
  2. Fusion Plasma Diagnostics with mm-Waves: An Introduction.
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    Belousov , V. Kurbatov , Yu. Belov and E. Atomic Energy Agency , vol. Semenov, S. Plotnikov and Yu. In this paper a consistent formulation describing the absorption of microwaves in electrically conductive materials under different microwave heating conditions is developed. A special case when conductive powder particles are surrounded by insulating oxide layers is investigated in detail using the effective-medium approximation. The conditions giving rise to skin effect governed, volumetric, and localized microwave heating are analyzed.

    Experimental observations of different microwave heating regimes in silicon, iron, and copper powder compacts are in general agreement with the theoretical model. Plotnikov, V. Sorokin, N. Zharova and Yu. D: Appl. Experimental investigation and theoretical analysis suggest that the effect is not a result of the microwave irradiation non-uniformity but occurs due to the diffraction of electromagnetic waves on the edge of a thin conducting plate.

    The level of local overheating depends on the polarization and propagation direction of the incident electromagnetic wave. It is most pronounced in the case when the wave vector is parallel to the plate surface but perpendicular to the plate edge. A method of the plate screening has been suggested to suppress the edge effect and improve the temperature uniformity over the plate during heating. The efficiency of the method has been confirmed by a FDTD numerical simulation of the microwave field near an edge of the plate irradiated isotropically in the multimode cavity.

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