2010
DOI: 10.1590/s1678-58782010000400013
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Multivariable H2 and H∞ control for a wind energy conversion system: a comparison

Abstract: The Wind Energy Conversion System (WECS) is a nonlinear system

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Cited by 10 publications
(15 citation statements)
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“…Thus, in this section, two models with reduced complexity are developed. In contrast to existing low-complexity WECS models [13]- [15], [27], [28], the model reduction in this paper follows a systematic step by step procedure with well-founded simplification assumptions. requested but possibly saturated voltages.…”
Section: Model Reductionmentioning
confidence: 99%
“…Thus, in this section, two models with reduced complexity are developed. In contrast to existing low-complexity WECS models [13]- [15], [27], [28], the model reduction in this paper follows a systematic step by step procedure with well-founded simplification assumptions. requested but possibly saturated voltages.…”
Section: Model Reductionmentioning
confidence: 99%
“…) En este contexto, los grandes aerogeneradores modernos permiten aplicar técnicas de control que hacen posible un rápido ajuste independiente de cada uno de los ángulos de paso de las palas del rotor (Geyler and Caselitz, 2007), ampliando los objetivos convencionales del control de pitch a la reducción de las cargas de fatiga, en especial mediante una amortiguación activa de las oscilaciones de la torre. En (Rocha et al, 2005), se estudia la aplicación de técnicas de control mutiobjetivo basado en un controlador , y se muestra el potencial para incrementar el amortiguamiento activo del primer modo de flexión axial de la torre y reducir las fluctuaciones 1p en los momentos de flexión de la raíz de las palas.…”
Section: El Control De Generadores Eólicosunclassified
“…However, an inner controller is included in order to produce the power demand from the outer controller and to smoothen out power fluctuations. When interconnecting this inner controller with the generator and converter system, the loop can be represented by a first-order filter of the form (6) in which P e is the active power, Q g,ref is a torque reference, and T 0 is the constant part of the time constant (6). ‡ Note that it is already on a very simple LPV form, i.e.…”
Section: Generator and Converter Systemmentioning
confidence: 99%
“…Previous investigations such as [2][3][4][5][6] have shown that linear, time-invariant methods provide good closed-loop results when observing local behaviour. A natural choice for controller design covering the entire operating envelope is therefore to design linear controllers along a chosen operating trajectory and then to interconnect them in an appropriate way in order to get a control formulation for the entire operating region.…”
mentioning
confidence: 99%