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Ultrasonic imaging technique in liquid and solid waveguides using spatio-temporal matched field (stmf) processing

机译:使用时空匹配场(STMF)处理液体和固体波导中的超声成像技术

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The ability to get good images when using ultrasonic data is tied to a certain number of suitable conditions generally found in weakly inhomogeneous media. The relative uniformity of the acoustic properties in such media allows to perform an exploration in depth, because the magnitude of the reflection, refraction and scattering phenomena is limited to a reasonable value. One assumes that the propagation medium behaves as a distribution of scatterers embedded in an homogeneous medium. When the medium is illuminated by an ultrasonic pulse, each scatterer acts as a secondary source and the wave emanating from each one (the Green function) is assumed to be not perturbed by the other scatterers (first-order Born approximation). The purpose of ultrasonic imaging is to reconstruct the map of all the scatterers with the best accuracy and it reduces to develop a processing technique mathced to each possible scattered wave. In conventional imaging techniques, each scatterer is assumed to be a source of a spherical wave that propagates with a constant velocity. The processing is then reduced to the recognition of each of these spherical waves.
机译:使用超声数据时获得良好图像的能力与一定数量的弱不均匀介质中一定数量的合适条件相关联。这种介质中声学性质的相对均匀性允许深入地进行探索,因为反射,折射和散射现象的大小限于合理的值。假设传播介质的表现为嵌入在均匀介质中的散射体的分布。当介质被超声波脉冲照射时,每个散射器用作次级源,并且假设从每个散射(绿色函数)发出的波是不受其他散射体(一阶出生的近似)的扰动。超声成像的目的是以最佳精度重建所有散射仪的地图,并且降低以开发Mathcced到每个可能的散射波的处理技术。在传统的成像技术中,假设每个散射器是具有恒定速度的球形波的源极。然后将处理减小到每个球形波的识别。

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