2results about How to "Increase computing load" patented technology

The invention discloses a reactive output adjusting method for a high-voltage static synchronous compensator, which comprises a three-layer closed-loop architecture comprising a sensing layer, a control layer and an execution layer, and further comprises a layered multi-target model prediction MPC control unit, the control unit comprises a data preprocessing module, an online parameter identification module, an upper-layer global reactive power distribution module, a lower-layer bridge arm level MPC optimization module, a multi-target weight adaptive module and an AI error compensation module. Belongs to the technical field of high voltage, and can reduce the calculation complexity of the MPC algorithm, reduce the single-cycle control delay to be less than 5ms and meet the real-time control requirement of the high-voltage SVG on the premise of ensuring the reactive power regulation precision.

This invention relates to a method for generating grid codes for planar objects, belonging to the field of traffic control technology. It solves the problems of low efficiency, high complexity, and massive computational load in existing planar object grid code generation algorithms. This invention first obtains the lowest-level grid code containing the planar object based on grid code hierarchy rules. It then calculates the set of boundary line grid codes that satisfy distance constraints with the planar object's boundary line. Using this set of boundary line grid codes as a reference, the invention decomposes the lowest-level grid code containing the planar object level by level, comparing the inclusion and positional relationships between the decomposed grids and the planar object's boundary line grid code set. This quickly locates grids within the planar object and performs deduplication and aggregation processing to further reduce computational load. Compared to existing technologies, this method achieves rapid and efficient generation of planar object grid codes with minimal computational load and very simple algorithm complexity.