{"title":"基于参考模型的脉冲回波非线性参数估计方法","authors":"Andres Coila, M. Oelze","doi":"10.1109/LAUS53676.2021.9639109","DOIUrl":null,"url":null,"abstract":"The nonlinearity parameter (B/A) of a fluid-like media could be useful to assess structural changes, e.g., for tissue identification. To estimate the B/A, the 2nd harmonic generated signal recorded using a dual transducer could be used. However, in many instances, only the fundamental band signal acquired, for example with a clinical linear array transducer, might be available. In our approach the 2nd harmonic is related to the depletion in the fundamental band signal when comparing echo signal envelopes collected using two different excitation pressures: low and high. Specifically, we use the energy conservation principle by relating the 2nd harmonic to the loss of power at the fundamental band as it propagates in lossy media. Our method assumes that for propagation in a lossy medium, energy from the fundamental band is transferred mainly to the 2nd harmonic, and that propagation at low power settings are quasi-linear. Data were taken from numerical phantoms by simulating a typical linear array and 3D random density media excited with a broadband 5-MHz Gaussian pulse at two excitation peak pressures, i.e., low and high of 100 kPa and 1 MPa, respectively. A well-characterized reference phantom with similar speed of sound and attenuation coefficient as the sample and known B/A was used for calibration of the unknown scattering properties of the assessed sample. An expression for estimation of the B/A of a nonuniform medium is presented. The interrogated media for testing was simulated as a nonuniform phantom with a background B/A=6 and an 18-mm diameter circular inclusion (B/A=9). The result obtained was a parametric image of the B/A versus depth that captures nonlinear changes at the location of the inclusion and below it. The results reflect the cumulative nature of the nonlinearity parameter due to the shadowing effect observed below the location of the inclusion. In summary, the method is able to derive a quantitative B/A map using a reference phantom, with potential to characterize nonlinear media with a simple pulse-echo acquisition setup.","PeriodicalId":156639,"journal":{"name":"2021 IEEE UFFC Latin America Ultrasonics Symposium (LAUS)","volume":"878 1","pages":"0"},"PeriodicalIF":0.0000,"publicationDate":"2021-10-04","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"1","resultStr":"{\"title\":\"Nonlinearity Parameter Estimation Method in Pulse-Echo Using a Reference Phantom\",\"authors\":\"Andres Coila, M. 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Our method assumes that for propagation in a lossy medium, energy from the fundamental band is transferred mainly to the 2nd harmonic, and that propagation at low power settings are quasi-linear. Data were taken from numerical phantoms by simulating a typical linear array and 3D random density media excited with a broadband 5-MHz Gaussian pulse at two excitation peak pressures, i.e., low and high of 100 kPa and 1 MPa, respectively. A well-characterized reference phantom with similar speed of sound and attenuation coefficient as the sample and known B/A was used for calibration of the unknown scattering properties of the assessed sample. An expression for estimation of the B/A of a nonuniform medium is presented. The interrogated media for testing was simulated as a nonuniform phantom with a background B/A=6 and an 18-mm diameter circular inclusion (B/A=9). The result obtained was a parametric image of the B/A versus depth that captures nonlinear changes at the location of the inclusion and below it. The results reflect the cumulative nature of the nonlinearity parameter due to the shadowing effect observed below the location of the inclusion. 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引用次数: 1
摘要
类流体介质的非线性参数(B/A)可用于评估结构变化,例如用于组织识别。为了估计B/A,可以使用双换能器记录的二次谐波产生的信号。然而,在许多情况下,只有获得的基波段信号,例如用临床线性阵列换能器,可能是可用的。在我们的方法中,当比较使用两种不同的激励压力(低和高)收集的回波信号包络时,二次谐波与基带信号的损耗有关。具体来说,我们使用能量守恒原理,将二次谐波与在有耗介质中传播时基波段的功率损失联系起来。我们的方法假设在有耗介质中传播时,来自基波段的能量主要转移到二次谐波,并且在低功率设置下传播是准线性的。模拟典型的线性阵列和三维随机密度介质,在5 mhz宽带高斯脉冲激励下,分别在100 kPa和1 MPa的低、高两个激励峰压力下进行数值模拟。使用与样品声速和衰减系数相似且已知B/A的表征良好的参考体来校准评估样品的未知散射特性。给出了非均匀介质的B/A估计表达式。被询问的测试介质模拟为背景B/ a =6和直径为18mm的圆形内含物(B/ a =9)的非均匀幻体。获得的结果是B/ a随深度的参数化图像,该图像捕获了包裹体位置及其下方的非线性变化。结果反映了由于在夹杂物位置以下观察到的阴影效应而引起的非线性参数的累积性质。总之,该方法能够使用参考模体推导出定量的B/ a图,并有可能通过简单的脉冲回波采集设置来表征非线性介质。
Nonlinearity Parameter Estimation Method in Pulse-Echo Using a Reference Phantom
The nonlinearity parameter (B/A) of a fluid-like media could be useful to assess structural changes, e.g., for tissue identification. To estimate the B/A, the 2nd harmonic generated signal recorded using a dual transducer could be used. However, in many instances, only the fundamental band signal acquired, for example with a clinical linear array transducer, might be available. In our approach the 2nd harmonic is related to the depletion in the fundamental band signal when comparing echo signal envelopes collected using two different excitation pressures: low and high. Specifically, we use the energy conservation principle by relating the 2nd harmonic to the loss of power at the fundamental band as it propagates in lossy media. Our method assumes that for propagation in a lossy medium, energy from the fundamental band is transferred mainly to the 2nd harmonic, and that propagation at low power settings are quasi-linear. Data were taken from numerical phantoms by simulating a typical linear array and 3D random density media excited with a broadband 5-MHz Gaussian pulse at two excitation peak pressures, i.e., low and high of 100 kPa and 1 MPa, respectively. A well-characterized reference phantom with similar speed of sound and attenuation coefficient as the sample and known B/A was used for calibration of the unknown scattering properties of the assessed sample. An expression for estimation of the B/A of a nonuniform medium is presented. The interrogated media for testing was simulated as a nonuniform phantom with a background B/A=6 and an 18-mm diameter circular inclusion (B/A=9). The result obtained was a parametric image of the B/A versus depth that captures nonlinear changes at the location of the inclusion and below it. The results reflect the cumulative nature of the nonlinearity parameter due to the shadowing effect observed below the location of the inclusion. In summary, the method is able to derive a quantitative B/A map using a reference phantom, with potential to characterize nonlinear media with a simple pulse-echo acquisition setup.