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US Patent 7197485 Square root method for computationally efficient model predictive control

Patent 7197485 was granted and assigned to United Technologies on March, 2007 by the United States Patent and Trademark Office.

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Patent
Patent
1

Patent attributes

Current Assignee
United Technologies
United Technologies
1
Patent Jurisdiction
United States Patent and Trademark Office
United States Patent and Trademark Office
1
Patent Number
71974851
Patent Inventor Names
James W. Fuller1
Date of Patent
March 27, 2007
1
Patent Application Number
106205691
Date Filed
July 16, 2003
1
Patent Citations Received
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US Patent 11947622 Pattern change discovery between high dimensional data sets
2
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US Patent 11774948 High level central plant optimization
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US Patent 11803174 Building management system for forecasting time series values of building variables
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US Patent 11842358 Methods and apparatus to model consumer choice sourcing
3
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US Patent 11874638 Control system with coordinated equipment staging
4
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US Patent 11657417 Methods and apparatus to identify affinity between segment attributes and product characteristics
5
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US Patent 11687688 Approach for aftertreatment system modeling and model identification
6
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US Patent 11687047 Quadratic program solver for MPC using variable ordering
7
Patent Primary Examiner
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Joseph P Hirl
1
Patent abstract

An efficient method for solving a model predictive control problem is described. A large sparse matrix equation is formed based upon the model predictive control problem. The square root of H, Hr, is then formed directly, without first forming H. A square root (LSMroot) of a large sparse matrix of the large sparse matrix equation is then formed using Hr in each of a plurality of iterations of a quadratic programming solver, without first forming the large sparse matrix and without recalculating Hr in each of the plurality of iterations. The solution of the large sparse matrix equation is completed based upon LSMroot.

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