2001
DOI: 10.1088/0741-3335/43/2/302
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Burn conditions stabilization with artificial neural networks of subignited thermonuclear reactors with scaling law uncertainties

Abstract: In this work it is demonstrated that robust burn control in long-pulse operations of subignited thermonuclear reactors can be achieved with radial basis neural networks (RBNNs) composed of Gaussian nodes in the hidden layer and sigmoidal units in the output layer. The results reported here correspond to a volume-averaged zero-dimensional nonlinear model of a subignited fusion reactor with design parameters corresponding to those of the ITER-EDA group. The control actions are implemented through the concurrent … Show more

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Cited by 16 publications
(5 citation statements)
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References 23 publications
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“…The controller works for suppressing both thermal excursions and quenches, can operate at sub-ignition and ignition points (or points near the minimum power required for current drive), and can drive the system from one point to another during operation. Only those works that use non-model based control techniques, like neural networks [24,25], have also followed these guidelines. A zero-dimensional (volume-averaged) simulation study was performed to show the capabilities of the model-based controller and compare it with previous linear controllers.…”
Section: Prior Workmentioning
confidence: 99%
“…The controller works for suppressing both thermal excursions and quenches, can operate at sub-ignition and ignition points (or points near the minimum power required for current drive), and can drive the system from one point to another during operation. Only those works that use non-model based control techniques, like neural networks [24,25], have also followed these guidelines. A zero-dimensional (volume-averaged) simulation study was performed to show the capabilities of the model-based controller and compare it with previous linear controllers.…”
Section: Prior Workmentioning
confidence: 99%
“…The thermal (in-)stability of the operating point depends on the slope of the left hand side in equation ( 6) at the intersection point. If this slope exceeds 1, then not only does the natural numerical iteration scheme to solve equation ( 6) diverge, but the operating point is also thermally unstable (owing to the time derivative of the temperature term in equation ( 6)), so that active control (see, for example, [72]) is needed to keep the plasma at constant temperature.…”
Section: Uncertainty Propagation While Maximizing Qmentioning
confidence: 99%
“…The controller works for suppressing both thermal excursions and quenches, can operate at sub-ignition and ignition points (or points near the minimum power required for current drive), and can drive the system from one point to another during operation. Only those works that use nonmodel based control techniques, like neural networks [22,23], have also followed these guidelines. A zero-dimensional (volume-averaged) simulation study was performed to show the capabilities of the model-based controller and compare it with previous linear controllers.…”
Section: Introductionmentioning
confidence: 99%