Physics Basis of a Fusion Development Facility Utilizing the Tokamak Approach

托卡马克 物理 聚变能 核聚变 核物理学 核工程 磁聚变 中子输运 自举电流 分流器 融合 磁铁 中子 等离子体 工程类 语言学 哲学 量子力学
作者
V. S. Chan,R.D. Stambaugh,A. M. Garofalo,M. S. Chu,R. K. Fisher,C. M. Greenfield,D.A. Humphreys,L. L. Lao,J.A. Leuer,T.W. Petrie,R. Prater,G. M. Staebler,P.B. Snyder,H.E. St. John,A. D. Turnbull,C.P.C. Wong,M. A. Van Zeeland
出处
期刊:Fusion Science and Technology [Taylor & Francis]
卷期号:57 (1): 66-93 被引量:49
标识
DOI:10.13182/fst10-a9269
摘要

The objective of the Fusion Development Facility (FDF) under consideration is to carry forward advanced tokamak physics for optimization of fusion reactors and enable development of fusion's energy applications. A concept of FDF based on the tokamak approach with conservative expressions of advanced physics and nonsuperconducting magnet technology is presented. It is envisioned to nominally provide 2 MW/m2 of neutron wall loading and operate continuously for up to 2 weeks as required for fusion nuclear component research and development. FDF will have tritium breeding capability with a goal of addressing the tritium self-sufficiency issue for fusion energy. A zero-dimensional system study using extrapolations of current physics and technology is used to optimize FDF for reasonable power consumption and moderate size. It projects a device that is between the DIII-D tokamak (major radius 1.8 m) [J. L. Luxon, Nucl. Fusion, Vol. 42, p. 614 (2002)] and the Joint European Torus (major radius 3 m) [P. H. Rebut, R. J. Bickerton, and B. E. Keen, Nucl. Fusion, Vol. 25, p. 1011 (1985)] in size, with an aspect ratio A of 3.5 and a fusion gain Q of 2 to 5. Theory-based stability and transport modeling is used to complement the system study and to address physics issues related to specific design points. It is demonstrated that the FDF magnetohydrodynamic stability limits can be readily met with conservative stabilizing conducting wall placement. Transport analysis using a drift-wave-based model with an edge boundary condition consistent with the pedestal stability limit indicates that the FDF confinement requirement can also be readily satisfied. A surprising finding is that the toroidal Alfvén eigenmodes are stabilized by strong ion Landau damping. Analysis of vertical stability control indicates that the basis configuration with an elongation κx [approximately] 2.35 can be controlled using a power supply technology similar to that used in DIII-D. Peak heat fluxes to the divertor are somewhat lower than those of ITER [R. Aymar, P. Barabaschi, and Y. Shimomura, Plasma Phys. Control. Fusion, Vol. 44, p. 519 (2002)], but FDF will operate with a higher duty factor.
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