MSE Spectroscopy in CHS Heliotron/Torsatron
書誌事項
- タイトル
- MSE Spectroscopy in CHS Heliotron/Torsatron
- 著者
- 高山, 定次
- 著者
- タカヤマ, サダツグ
- 著者
- TAKAYAMA, Sadatsugu
- 学位授与大学
- 総合研究大学院大学
- 取得学位
- 博士(理学)
- 学位授与番号
- 甲第349号
- 学位授与年月日
- 1998-09-30
この論文をさがす
説明
The spectroscopic measurement using the motional Stark effect (MSE) has been recognized to be a useful tool to measure the direction of the magnetic field inside the plasma. The MSE arises from the Lorentz Electric Field, E = v × B, in the atom's rest frame, which is induced when the neutral beam, having the velocity v , crosses the magnetic field B. The spectrum with the motional Stark splitting in the Hα emission consists of 15 components. The spectra which are circularly polarized perpendicular to the Lorentz field are called as σ (0σ, +1σ and -1σ lines) components, while the spectra which are linearly polarized parallel to the Lorentz field, namely perpendicular to the magnetic field are called as π (±2π,±3π and ±4π lines) components. Four kinds of spectra with the polarization angle of 0, 45, 90 and 135 degrees are measured to derive the polarization angle of the circularly polarized σ component, and eliminate the overlap between π components and σ components which are perpendicular each other. The diagnostic neutral beam (DNB) is injected almost perpendicularly to the magnetic field line into the Compact Helical System (CHS) heliotron/torsatron device in order to maximize the Lorentz field, namely the Stark shift. The line broadening due to a beam divergence angle results in overlapping between the adjacent lines. Therefore, the smaller beam divergence angle is desirable in DNB for the MSE measurement. The beam divergence angle of DNB is 0.65 degrees, and it gives enough separation between the measured σ and π components in MSE spectroscopy. Although the one-third energy (E/3) component has the smaller motional Stark splitting than the full energy component, the intensity of E/3 component is larger than that of full energy component. Therefore, the one-third energy component is used to derive the pitch angle in CHS.<br /> The new polarization sensitive spectroscopy, which consists of a polarizer and a ferroelectric liquid crystal (FLC) cell, has been developed to measure the polarization angle with good accuracy. The FLC cell functions as a switchable half-wave retarder, in which polarization angle of the light is rotated by 90 degrees. By using the FLC, the polarization angle can be measured with the error bar of less than ±1 degrees.<br /> Because the FLC has fast response, the spectra with the polarizer angle of 0 and 90 degrees or -45 and 45 degrees can be measured with the fast modulation of 50 Hz. New CCD detector, where the charse of each pixel is shifted up and down (Dig Dag) synchronized with two sets of FLC modulation, has been developed for MSE measurements. <br /> The pitch angle of the magnetic field line is derived from the polarization angle of measured σ and π components of the Hα line with the polarization sensitive spectroscopy. The radial profile of a pitch angle of a local magnetic field is measured for the plasma with the magnetic field of 0.88 T and the magnetic axis of 92.1cm in CHS. The spectra of the σ and π components of the Hα line with the motional Stark effect are measured with the polarization sensitive spectroscopy. The major radius, where the local pitch angle is zero, shifts outboard from that calculated with coil current alone (no plasma) by 28 ± 16 mm. This shift is consistent to that predicted by the effect of finite beta due to bulk plasma and fast ions of heating neutral beam.
application/pdf
総研大甲第349号
博士論文
資料形態 : テキストデータ プレーンテキスト
コレクション : 国立国会図書館デジタルコレクション > デジタル化資料 > 博士論文
博士論文
目次
Abstracts
Acknowledgments
Table of CONTENTS
Chapter1 Introduction
1.1 Overview
1.2 Compact Helical System (CHS)
Chapter2 Diagnostic System for MSE Spectroscopy
2.1 Principle of MSE Spectroscopy
2.2 Calculation Code of MSE Spectra
2.3 Necessity of DNB for MSE Spectroscopy
2.4 Schematic View of Experimental Arrangement
Chapter3 Performance of Diagnostic Neutral Beam (DNB)
3.1 Measurement of DNB Performance
3.2 Estimation of Beam Divergence
3.3 Optimization of Operation for MSE Spectroscopy
Chapter4 Performance of Polarization Sensitive Spectroscopy
4.1 Performance of the DigDagCCD
4.2 Performance of Ferroelectric Liquid Crystal
4.3 Spectrometer
Chapter5 Experimental Results of MSE Spectroscopy
5.1 Measurements of MSE Spectra
5.2 Estimation of Pitch Angle from MSE Spectra
Chapter6 Discussion and Summary
Appendix A Principle of FLC
B Dispersion of Spectrometer
- Tweet
詳細情報 詳細情報について
-
- CRID
- 1910583860702206976
-
- NII論文ID
- 500001153344
- 500002090635
- 500000177889
- 500001804195
- 500000628077
-
- DOI
- 10.11501/3157014
-
- NDL書誌ID
- 000000342203
-
- 本文言語コード
- en
-
- データソース種別
-
- IRDB
- NDLサーチ