Optimal control synthesis for distributed parameter systems using generalized finite integral transform techniques and neural networks

Toshkova, Daniela; Petrov, P.

doi:10.1109/cca.2003.1223195

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Approximation and Discretization1

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“…After applying the generalized finite integral transform technique [10] for (1) -(4) following system of ordinary differential equations is obtained:…”

Section: Approximation and Discretizationmentioning

confidence: 99%

Optimal boundary control synthesis for a class of distributed parameter systems applying adaptive critics

Toshkova

Petrov

Toshkov

2007

2007 Mediterranean Conference on Control &Amp; Automation

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In the present paper optimal boundary control problem for a class of distributed parameter systems of parabolic type is considered. The simplified adaptive critic methodology is applied for the optimal control synthesis. The methodology requires the distributed parameter system to be reduced to lumped parameter system, as well as to be subsequently discretized. The approximation to finitedimensional system is realized by using the generalized finite integral transform technique.

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“…After applying the generalized finite integral transform technique [10] for (1) -(4) following system of ordinary differential equations is obtained:…”

Section: Approximation and Discretizationmentioning

confidence: 99%