发明名称 Method for high fidelity modeling of an aircraft electrical power system
摘要 A method of high fidelity modeling an electrical power system of an aircraft, includes among other things, identifying electrical, mechanical, thermal, and EMI characteristics of the electrical power system; applying at least one circuit-based solver to model to at least one of the electrical characteristics; and applying, simultaneously with the circuit-based solver and in real-time, a field-based solver to model the remaining electrical, mechanical, thermal, and EMI characteristics.
申请公布号 US9383738(B2) 申请公布日期 2016.07.05
申请号 US201213647671 申请日期 2012.10.09
申请人 GE AVIATION SYSTEMS LLC 发明人 Huang Hao;Jia Xiaochuan
分类号 G06G7/48;G06F7/60;G06G7/54;G05B17/02 主分类号 G06G7/48
代理机构 GE Global Patent Operation 代理人 GE Global Patent Operation ;Munnerlyn William S.
主权项 1. A method for modeling an electrical power system of an aircraft, comprising: using a general purpose graphic processing unit-based supercomputer cluster to execute computer executable components stored in a memory to perform the following acts: obtaining a set of initial characteristics for the electrical power system; modeling, based on electrical characteristics included in the set of initial characteristics, a set of currents and voltages via a power electronics circuit based-solver; modeling, via a field-based solver, at least one characteristic included in the set of initial characteristics, wherein the modeling includes: initiating a mesh for the at least one characteristic,forming a matrix based at least in part on the mesh, andsolving the matrix, via a sparse linear equation solver, to represent the state of the at least one characteristic,wherein the sparse linear equation solver includes at least one of finite element analysis or finite difference analysis, and at least one of: the initiating the mesh, the forming the matrix, or the solving the matrix are distributed to multiple graphic processing units; and forming a final model of the electrical power system by collating outputs of the circuit-based solver and the field-based solver.
地址 Grand Rapids MI US