Sliding mode-based hydro turbine governing system dead zone nonlinear compensation method

A technology of nonlinear compensation and speed regulation system, which is applied in the direction of control/regulation system, general control system, mechanical equipment, etc., can solve the problems that the stability of the speed regulation system of water turbine cannot be guaranteed, and achieve strong real-time performance, omit identification, improve The effect of economic performance

Inactive Publication Date: 2012-02-15
NORTH CHINA ELECTRIC POWER UNIV (BAODING)
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Problems solved by technology

[0006] Aiming at the insufficiency mentioned in the above background technology that the existing control method cannot guarantee the stability of the turbine speed con

Method used

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  • Sliding mode-based hydro turbine governing system dead zone nonlinear compensation method
  • Sliding mode-based hydro turbine governing system dead zone nonlinear compensation method
  • Sliding mode-based hydro turbine governing system dead zone nonlinear compensation method

Examples

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Example Embodiment

[0143] The example is as follows:

[0144] The structure diagram of the hydropower system is as follows figure 1 Shown. By measuring and consulting the equipment manual, the parameter of a hydroelectric generating set adopting a mixed-flow generating set under a certain working condition is e x = -1.00, e y =1.00, e h = 1.50, e qx =0.00, e qy =1.00, e qh =0.50, e g = 0.21, T y = 0.50, T a =8.11, T w = 1.22. According to engineering experience and understanding of the controlled system, take K by trial and error E = 0.20. Further through model conversion, the matrix A and matrix B in the state equation of the system can be obtained respectively:

[0145] A = - 0.026 0.123 0 0 0 - 1.639 5.639 4.000 0 0 - 2.000 - 2.000 0.200 0 0 0 ; B = 0 - 4 2 0

[0146] Take the expected pole in Ackermann's formula as λ 1 =-1, λ 2 =-4+4i, λ 3 =-4-4i, the sliding mode plane coefficient c can be obtained as [188.965 10.221 20....

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Abstract

The invention discloses a sliding mode-based hydro turbine governing system dead zone nonlinear compensation method in the technical field of hydro turbine control. The method comprises the following steps of: constructing a state space model for a hydro turbine governing system, and introducing an additional state variable; designing a sliding mode governor, and making an ideal hydro turbine governing system approximately stable by regulating the controlling quantity of the sliding mode governor; and designing a dead zone nonlinear compensator to compensate dead zone nonlinearity of an actual hydro turbine governing system. By the method, the automation level of the hydro turbine governing system is improved, the safety of a set is improved, the mechanical wear of the set is reduced, the equipment maintenance cost is reduced, and the economic performance of a hydro electric generating set is improved.

Description

technical field [0001] The invention belongs to the technical field of water turbine control, and in particular relates to a non-linear compensation method for a dead zone of a speed regulating system of a water turbine based on a sliding mode. Background technique [0002] The hydraulic turbine speed control system is a complex system coupled with hydraulic, mechanical and electrical phases. It can automatically adjust the speed of the hydro-generator unit to keep the unit running within the allowable deviation of the rated speed to meet the power frequency quality requirements of the grid. . The dead zone nonlinearity is included in the turbine speed control system, which is mainly manifested in the fact that the unit speed change is not sensitive enough to the small signal of the speed control system. If it is not compensated, it will seriously affect the stability of the water turbine speed control system. Usually, the water wheel speed control system adopts the PID spe...

Claims

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Application Information

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IPC IPC(8): F03B15/00G05B13/04
CPCY02E10/20
Inventor 钱殿伟张博雅刘向杰
Owner NORTH CHINA ELECTRIC POWER UNIV (BAODING)
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