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A procedure to extend the performance of optimization methods in ultrasonic transducer matching layer design

机译:一种扩展超声换能器匹配层设计中优化方法性能的过程

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Matching layer is a principal part of ultrasonic transducer. The theory of selecting matching layer material and defining its thickness especially in multilayer matching are not compatible with real situation. Therefore Genetic Algorithm (GA) is a key to solve the gap between theory and reality. A theory that recently has been used for optimization of ultrasonic design by GA is Sound-Pressure Transmission Coefficient (PTC). In this theory the amount of reflected and transmitted wave when crosses over boundary of each layer is calculated. However, in PTC approach the relationship between resonance frequency of transducer and variation of matching layers thicknesses is not fully considered which smears the result. The thickness of matching layers can change the desired frequency of the transducer, but in PTC formula the resonance frequency is constant for any combination of layers with different thicknesses. This paper wants to manifest this problem and provide a procedure for better optimization process by combination of Finite Element Method (FEM) and GA without any variation in desired frequency.
机译:匹配层是超声波换能器的主要部分。选择匹配层材料和限定其厚度的理论,特别是在多层匹配中与真实情况不兼容。因此,遗传算法(GA)是解决理论与现实之间差距的关键。最近被GA用于优化超声波设计的理论是声压传输系数(PTC)。在本文中,计算当计算每层边界的交叉时反射和透射波的量。然而,在PTC方法中,换能器的共振频率与匹配层厚度的变化之间的关系不完全考虑涂抹结果。匹配层的厚度可以改变换能器的所需频率,但在PTC公式中,谐振频率对于具有不同厚度的层的任何组合是恒定的。本文想要表现出这个问题,并通过有限元方法(FEM)和GA组合而没有所需频率的任何变化,提供更好优化过程的过程。

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