Grid-Connected Inverter Sliding Mode Control for Transient Stability
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Solution Overview
Problem
Existing control methods for grid-connected inverters struggle with transient stability due to nonlinearities in current controller limiters, which affect phase-locked loop dynamics and make it difficult to achieve consistent dynamic performance.
Innovation Solution
A control method that includes park coordinate transformation, phase-locked loop processing, sliding mode current control, and the use of a Lyapunov function based on electromagnetic energy to analyze transient stability, thereby improving the transient stability area of grid-connected inverters.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Device complexity
If a linear PI controller is used for current control, then the control structure is simple, but the dynamic performance deteriorates under external disturbances and consistent dynamic performance cannot be obtained over the entire operating range
Solution Approach 1:
The patent transforms the current control problem from a linear PI controller with fixed parameters to a sliding mode controller where the control parameters (switching function, sliding surface) change dynamically based on system state. This allows the controller to adapt to different operating conditions and external disturbances, achieving consistent dynamic performance across the entire operating range while maintaining reasonable structural complexity through the use of standard sliding mode control framework.
2Reliability
If nonlinear tools based on Lyapunov's direct method are used for transient stability analysis, then the analysis can handle nonlinearities, but the calculations become complex and the calculation processes are inconsistent
Solution Approach 1:
The patent changes the Lyapunov function parameters by incorporating the sliding mode control variables and system state variables in a unified manner. This allows the Lyapunov function to accurately capture the nonlinear dynamics while maintaining a consistent calculation process. The transformed parameters enable the Lyapunov function to handle various operating conditions and external disturbances uniformly, reducing calculation complexity and improving consistency.
3Adaptability or versatility
If the current controller limiter is applied to handle nonlinearity, then the control range is improved, but the phase-locked loop dynamics are affected and transient stability deteriorates
Solution Approach 1:
Instead of using a current controller limiter that clamps the control signal (which distorts the phase-locked loop dynamics), the patent inverts the approach by using a sliding mode controller that actively manages the nonlinearity through switching functions. The sliding mode controller prevents the need for limiters by ensuring the system state reaches and maintains the desired sliding surface, thereby preserving phase-locked loop dynamics while achieving the desired control range and transient stability.
Data Source
AI summary
The invention discloses a control method and system for improving a transient stability area of a grid-connected inverter. It includes performing park coordinate transformation on a three-phase voltage and a three-phase output current of a connection point of a grid-connected inverter to obtain an actual voltage input value and an actual current input value required for current control; obtaining the grid-connected voltage phase through phase-locked loop processing; generating, by the power control module, the current command value required by the current control module; using the sliding mode current control method, by the current control module, to generate a dq voltage signal, and obtaining PWM modulated voltage control signals through inverse park transformation; using a LCL filter to filter out high-order harmonics to achieve grid-connected control. The present invention effectively improves the transient stability of the grid-connected inverter by using the sliding mode control method in the current controller.


