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System and method for controlling a dynamic system

  • US 10,247,170 B2
  • Filed: 06/07/2016
  • Issued: 04/02/2019
  • Est. Priority Date: 06/07/2016
  • Status: Active Grant
First Claim
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1. A control system for a dynamic system, said control system comprising:

  • at least one measurement sensor coupled to the dynamic system;

    at least one regulation device configured to regulate operation of the dynamic system as a function of at least one dynamic system characteristic; and

    at least one computing device coupled to said at least one measurement sensor and said at least one regulation device, said at least one computing device configured to;

    receive at least one measurement signal from said at least one measurement sensor, wherein the at least one measurement signal includes measurement data;

    classify, using the measurement data, a wind shear profile of the dynamic system from which to infer the at least one dynamic system characteristic;

    infer the at least one dynamic system characteristic based, at least in part, on the wind shear profile;

    generate at least one regulation device command signal based, at least in part, on the inferred at least one dynamic system characteristic;

    wherein the dynamic system is a wind turbine;

    wherein said at least one computing device is further configured to classify the wind shear profile using a random forests algorithm on the measurement data;

    wherein the at least one regulation device command signal is utilized to change the pitch of one or more rotor blades of the wind turbine to enhance a wind turbine torque;

    wherein the said at least one computing device is further configured to;

    classify the wind shear profile and to determine whether the measurement data is consistent with a wind shear power law profile;

    determine that the measurement data is not consistent with the wind shear power law profile, wherein the at least one computing device uses a fitted quadratic model to infer a wind shear characteristic as the at least one dynamic system characteristic; and

    wherein the fitted quadratic model is given by;


    V(h)=V(HH)[a(h−

    HH
    )2+b(h−

    HH
    )+1],where V=wind velocity, HH=lower height, h=upper height, a=first quadratic fit coefficient, and b=second quadratic fit coefficient.

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