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A Method of Analyzing Complexity by Effects and Rapid Acquisition of the Most Ideal Solution Based on TRIZ

机译:一种通过效应分析复杂性的方法,并迅速获取基于Triz的最理想的解决方案

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摘要

Presently, designers could only use definitions in the complexity theory to analyze the complex problems in the system. In the article, a new method is put forward which is the method of analyzing complexity by effects and rapid acquisition of the highest ideal solution based on TRIZ. By the twice mapping events of complex problems, transform them into chain of additional effects. Due to that some relationship exists between the ideal of module of additional effects' solution and S-curves, designers could rapidly obtain the most ideal solution. Finally, use the ultrasonic system examples to check the method.
机译:目前,设计师只能在复杂性理论中使用定义来分析系统中的复杂问题。在本文中,提出了一种新方法,这是通过效应分析复杂性和基于TRIZ的最高理想解决方案的复杂性的方法。通过复杂问题的两次映射事件,将它们转化为其他效果链。由于在额外效果的解决方案和S曲线模块的理想之间存在一些关系,设计人员可以迅速获得最理想的解决方案。最后,使用超声波系统示例检查该方法。

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