1. Analysis of Radial Electric Field Bifurcation in LHD Based on Neoclassical Transport Theory
- Author
-
Masayuki YOKOYAMA, Katsumi IDA, Takashi SHIMOZUMA, Kiyomasa WATANABE, Shin KUBO, Yasuhiko TAKEIRI, Kazumichi NARIHARA, Shigeru MORITA, Kenji TANAKA, Sadayoshi MURAKAMI, Hiroshi IDEI, Yasuo YOSHIMURA, Takashi NOTAKE, Masaki OSAKABE, Nobuyoshi OHYABU, Kimitaka ITOH, Keisuke MATSUOKA, Osamu MOTOJIMA, and null LHD Experimental Group
- Subjects
Physics ,Electron density ,Condensed matter physics ,Physics::Plasma Physics ,Ambipolar diffusion ,Electric field ,Plasma ,Sense (electronics) ,Electron ,Atomic physics ,Helicity ,Bifurcation - Abstract
Radial electric field (Er) properties in LHD have been investigated based on the neoclassical transport theory and have also been applied to LHD experimental results. The effects of the helicity of the magnetic configuration on the condition required to realize the electron root are examined. The larger helicity makes the threshold temperature lower for the same electron density. A higher threshold temperature is anticipated to be required in the plasma core region based on this fact and also due to the larger density there. This high electron temperature (Te) has been successfully obtained with a centerfocused ECH. There is a threshold for the ECH power to achieve a steep gradient of Te, and it seems to be qualitatively consistent with the transition of Er, at least in the sense that the abrupt increase of Te occurs after entering the anticipated electron root regime. These experimental results, consistent with those of analysis of the neoclassical ambipolar Er, indicate that the transition phenomena of Er in LHD are predominantly governed by neoclassical features.
- Published
- 2003
- Full Text
- View/download PDF