The Solving Program of Multi-Variable Coupling Problem in Engineering State Diagnosis System Based on Laplace Transformation
Abstract
Multi-variables coupling problems bring disadvantageous effect to macro-analyzing of large-scale engineering project implement states. In order to solve the problem, multi-variables coupling mechanism of engineering project is analyzed and described, and the universal equation which includes multi-variables coupling results is set up. Then, two key parameters to solve multi-variables coupling problems are found through decomposition analyzing the universal equation. On the basis of which, the two key parameters are obtained with Laplace transformation equation which contains system multi-variables coupling result. At last, real engineering experiments prove that the Laplace solution program not only is availability, but also has higher checking precision.
Keywords
Laplace transformation, Multivariable decoupling, Diagnosis system
DOI
10.12783/dtcse/cmsam2018/26545
10.12783/dtcse/cmsam2018/26545
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