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LINEAR PREDICTION METHOD TO EXTRAPOLATE ULTRASONIC DATA

机译:推断超声波数据的线性预测方法

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摘要

The paper discusses use of Linear Prediction method (LP) to retrieve the main echo from a noisy ultrasonic signal. The method extrapolates the data beyond a desired point of time, from where the noise starts to suppress the true signal. The data used for testing is one which is obtained from our previously conducted experiment. The LP method is useful when presence of a number of scattering entities in the medium or that of some other disturbance, makes the 'signal to noise' ratio of transmitted ultrasonic signal low. Due to enormous scattering of acoustic waves in two phase materials like composites and biomedical samples, the wave gets partially absorbed, some scattered and the rest collected by receiver transducer. Echoes obtained in successive reflections are equally spaced and their height reduces to the extent that is a function of amount of absorption (dependent on media) and scattering (dependent on scattering entities). More the scattering entities as is the case with multi phase materials, higher is the attenuation due to scattering. Beside these there could be electrical disturbances. Due to all these, the higher order echoes get merged with the noise. The echoes are therefore hardly visible beyond the initial ones and ultrasonic wave parameters can not be evaluated accurately.
机译:本文讨论了使用线性预测方法(LP)从嘈杂的超声信号中检索主回波的方法。该方法外推数据超出所需的时间点,从该时间点开始噪声开始抑制真实信号。用于测试的数据是从我们之前进行的实验中获得的数据。当介质中存在大量散射实体或存在其他一些干扰实体时,LP方法很有用,这会使所传输的超声信号的“信噪比”低。由于声波在复合材料和生物医学样品等两相材料中的巨大散射,该波被部分吸收,一些被散射,其余被接收器传感器收集。在连续反射中获得的回波之间的距离相等,其高度减小到一定程度,该程度取决于吸收量(取决于介质)和散射(取决于散射实体)。与多相材料一样,散射实体越多,由于散射引起的衰减越高。在这些旁边可能会有电干扰。由于所有这些,高阶回波会与噪声合并。因此,回声在初始回声之外几乎看不见,并且超声波参数无法准确评估。

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