A new explicit symmetric splitting scheme for charged-particle dynamics achieves uniform second-order error bounds for position and parallel velocity in strong magnetic fields with maximal ordering.
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An average measure of the Shafranov shift is defined and shown to be particularly small in quasi-helical and quasi-isodynamic stellarators with many field periods.
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Improved error estimates of a new splitting scheme for charged-particle dynamics in strong magnetic field with maximal ordering
A new explicit symmetric splitting scheme for charged-particle dynamics achieves uniform second-order error bounds for position and parallel velocity in strong magnetic fields with maximal ordering.
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On the Shafranov shift in stellarators
An average measure of the Shafranov shift is defined and shown to be particularly small in quasi-helical and quasi-isodynamic stellarators with many field periods.