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YE Lei (叶磊), XIAO Xiaotao (肖小涛), GUO Wenfeng (郭文峰), WANG Shaojie (王少杰). High-Precision Nonsingular Integrator of Guiding-Center Orbit Close to Magnetic Axis in Tokamak Equilibrium Configuration[J]. Plasma Science and Technology, 2015, 17(4): 280-287. DOI: 10.1088/1009-0630/17/4/04
Citation: YE Lei (叶磊), XIAO Xiaotao (肖小涛), GUO Wenfeng (郭文峰), WANG Shaojie (王少杰). High-Precision Nonsingular Integrator of Guiding-Center Orbit Close to Magnetic Axis in Tokamak Equilibrium Configuration[J]. Plasma Science and Technology, 2015, 17(4): 280-287. DOI: 10.1088/1009-0630/17/4/04

High-Precision Nonsingular Integrator of Guiding-Center Orbit Close to Magnetic Axis in Tokamak Equilibrium Configuration

Funds: supported by National Natural Science Foundation of China (Nos. 11175178, 11375196, 11105175 and 11105185) and the National Magnetic Confinement Fusion Science Program of China (No. 2014GB113000)
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  • Received Date: July 13, 2014
  • Equations of guiding-center motion without the coordinate singularity at the mag- netic axis have been derived from the guiding-center Lagrangian. The poloidal magnetic flux is suggested to be included as one of the nonsingular coordinates for the computation of the guiding- center orbit. The numerical results based on different nonsingular coordinates are verified using the GCM code which is based on canonical variables. A comparison of numerical performance among these nonsingular coordinates and canonical coordinates has been carried out by check- ing the conservation of energy and toroidal canonical momentum. It is found that by using the poloidal magnetic flux in the nonsingular coordinate system, the numerical performance of non- singular coordinates can be greatly improved and is comparable to that of canonical variables in long-time simulations.
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