|Title||Model Predictive Direct Slope Control for Power Converters|
|Publication Type||Journal Article|
|Year of Publication||2017|
|Authors||Riar, B., J.. Scoltock, and U.. K. Madawala|
|Journal||IEEE Transactions on Power Electronics|
|Keywords||apparent power 1.68 kVA, Current control, grid-connected neutral-point-clamped converter, induction motor drives, Mathematical model, medium-voltage induction machine drive, model predictive control, model predictive direct slope control scheme, MPC strategy, neutral-point-clamped (NPC) converter, output trajectory slope, power converter, power convertors, power electronics, power grids, predictive control, Predictive models, slope control, stators, Switches, torque, Trajectory|
Model predictive control (MPC) schemes have become popular in the field of power electronics due to their intuitive formulation, flexibility, and ease of implementation. Typically, these schemes have been implemented with the prediction horizon limited to one time-step, and extension of the prediction horizon over multiple time-steps remains an ongoing area of research. In this paper, a variant of the MPC strategy is proposed wherein the slope of the output trajectories is used to emulate long prediction horizons. Each of the outputs, e.g., current, voltage, torque, or flux, is regulated within a set of symmetrical bounds. When switching is necessitated due to collision with a bound, the switching state that yields the set of output trajectories with the minimum slope, relative to the reference trajectory, is applied to the converter. The key benefit of this approach is its ability to achieve low switching frequencies with a minimal level of computational burden. The feasibility of the scheme, which can be adapted easily to different case studies, is demonstrated through simulations of both a medium-voltage induction machine drive and a grid-connected converter. Experimental results, which are presented for a 1.68 kVA prototype grid-connected neutral-point-clamped converter, further demonstrate the practical viability of the proposed strategy.