2022
DOI: 10.1088/1741-4326/ac3cd8
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Nonlinear burn control in ITER using adaptive allocation of actuators with uncertain dynamics

Abstract: ITER will be the first tokamak to sustain a fusion-producing, or burning, plasma. If the plasma temperature were to inadvertently rise in this burning regime, the positive correlation between temperature and the fusion reaction rate would establish a destabilizing positive feedback loop. Careful regulation of the plasma’s temperature and density, or burn control, is required to prevent these potentially reactor-damaging thermal excursions, neutralize disturbances and improve performance. In this work, a Lyapun… Show more

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Cited by 5 publications
(8 citation statements)
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“…The mapping between the power-producing actuators and the heating control laws P aux,i and P aux,e can be resolved using actuator allocation (also known as control allocation-see [40] for a survey). The actuator allocation problem for burn control has been investigated in prior work with a variety of different actuator allocator designs [8][9][10]. All of the actuator allocators presented in [8][9][10] were designed independently from the burn controller such that any of these actuator allocators can work immediately with the burn control scheme proposed in this work.…”
Section: The Burn Controllermentioning
confidence: 99%
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“…The mapping between the power-producing actuators and the heating control laws P aux,i and P aux,e can be resolved using actuator allocation (also known as control allocation-see [40] for a survey). The actuator allocation problem for burn control has been investigated in prior work with a variety of different actuator allocator designs [8][9][10]. All of the actuator allocators presented in [8][9][10] were designed independently from the burn controller such that any of these actuator allocators can work immediately with the burn control scheme proposed in this work.…”
Section: The Burn Controllermentioning
confidence: 99%
“…( 55) and ( 56)) was solved by posing the actuator allocation problem as a strictly convex quadratic program with a unique optimal solution. In [9], this actuator allocator design was compared to an adaptive design based on dynamic update laws, removing the requirement of solving an optimization problem at every time step. This adaptive actuator allocator was designed to overcome the existence of uncertain actuator dynamics.…”
Section: Appendix C Actuator Allocation and Dynamicsmentioning
confidence: 99%
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