ZHANG Weihua, WU Chongguang, WANG Chunli. Qualitative Algebra and Graph Theory Methods for Dynamic Trend Analysis of Continuous System[J]. , 2011, 19(2): 308-315.
DOI:
ZHANG Weihua, WU Chongguang, WANG Chunli. Qualitative Algebra and Graph Theory Methods for Dynamic Trend Analysis of Continuous System[J]. , 2011, 19(2): 308-315.DOI: 10.1016/S1004-9541(11)60170-5.
Qualitative Algebra and Graph Theory Methods for Dynamic Trend Analysis of Continuous System
Qualitative algebraic equations are the basis of qualitative simulation
which are used to express the dynamic behavior of steady-state continuous processes.When the values and operation of qualitative variables are redefined
qualitative algebraic equations can be transformed into signed direct graphs
which are frequently used to predict the trend of dynamic changes.However
it is difficult to use traditional qualitative algebra methods based on artificial trial and error to solve a complex problem for dynamic trends.An important aspect of modern qualitative algebra is to model and characterize complex systems with the corresponding computeraided automatic reasoning.In this study
a qualitative affection equation based on multiple conditions is proposed
which enables the signed direct graphs to describe complex systems better and improves the fault diagnosis resolution.The application to an industrial case shows that the method performs well.
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