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A method to match the calculated curve to the target curve for parameter identification

机译:一种将计算曲线与目标曲线匹配以识别参数的方法

摘要

Methods and systems for matching a computed curve (304) to a target curve (302) to enable realistic engineering simulations are disclosed. Optimization of parameter identification is achieved by adjusting the parametric inputs of a simulation model such that the discrepancy between the two curves (302, 304) is minimized. Because the points (312, 316) on the two curves (302, 304) to be matched are paired, matching of any two open curves, including hysteretic curves, can be handled. Curves that are completely set apart in their original coordinates can be merged to a common coordinate system for parameter identification without the computational instability problems. A partial matching scheme (410g) is used for mapping points (312) defining the shorter one of the two curves (302, 304) to a set of mapped points (316) on the longer one. One or more offsets (320) from the first point of the longer curve (304) are used for multiple attempts (401g) to find a best fit.
机译:公开了用于使计算曲线(304)与目标曲线(302)匹配以实现现实工程仿真的方法和系统。通过调整仿真模型的参数输入以使两个曲线(302、304)之间的差异最小化来实现参数识别的优化。因为要匹配的两个曲线(302、304)上的点(312、316)是成对的,所以可以处理任意两个开放曲线(包括滞后曲线)的匹配。可以将在其原始坐标中完全分开的曲线合并到一个公共坐标系中,以进行参数识别,而不会出现计算不稳定性的问题。部分匹配方案(410g)用于将定义两条曲线(302、304)中的较短曲线之一的点(312)映射到较长曲线上的一组映射点(316)。与较长曲线(304)的第一点的一个或多个偏移(320)用于多次尝试(401g),以找到最佳拟合。

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