Literature DB >> 33872971

Viscoelastic parameter estimation using simulated shear wave motion and convolutional neural networks.

Luiz Vasconcelos1, Piotr Kijanka2, Matthew W Urban3.   

Abstract

Ultrasound shear wave elastography (SWE) techniques have been very useful for the analysis of tissue rheological properties, but there are still obstacles for robust evaluation of viscoelastic tissue properties. In this proof-of-concept study, we investigate whether convolutional neural networks (CNN) are capable of retrieving the elasticity and viscosity parameters from simulated shear wave motion images. Staggered-grid finite difference simulations based on a Kelvin-Voigt rheological model were used to generate data for this study. The wave motion datasets were created using Kelvin-Voigt shear elasticity values ranging from 1 to 25 kPa, shear viscosities ranging from 0 to 10 Pa⋅s, and two different push profiles using f-numbers of 1 and 2. The CNN architectures, optimized using mean squared error loss, were then trained to retrieve a specific viscoelastic parameter. Both elasticity and viscosity values were successfully retrieved, with regression R2 values above 0.99 when correlating the estimated mechanical properties versus the true mechanical properties. The CNN performance was also compared to estimation of shear elasticity and viscosity from fitting dispersion curves estimated from two-dimensional Fourier transform analysis. The results demonstrated that the CNN models were robust to noise, vertical position and partially to f-number. The architecture was proven to be robust to multiple push profiles if trained properly. The CNN results showed higher accuracy over the full viscoelastic parameter range compared to the Fourier-based analysis. The overall results showed the CNNs' potential to be an alternative to complex mathematical analyses such as Fourier analysis and dispersion curve estimation used currently for shear wave viscoelastic parameter estimation.
Copyright © 2021 Elsevier Ltd. All rights reserved.

Entities:  

Keywords:  Acoustic radiation force; Convolutional neural networks; Machine learning; Shear wave elastography (SWE); Ultrasound

Mesh:

Year:  2021        PMID: 33872971      PMCID: PMC8169589          DOI: 10.1016/j.compbiomed.2021.104382

Source DB:  PubMed          Journal:  Comput Biol Med        ISSN: 0010-4825            Impact factor:   6.698


  33 in total

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Journal:  Ultrasound Med Biol       Date:  2015-03-21       Impact factor: 2.998

4.  Deep Convolutional Neural Networks for Image Classification: A Comprehensive Review.

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Journal:  IEEE Trans Ultrason Ferroelectr Freq Control       Date:  2016-12-01       Impact factor: 2.725

6.  The variance of quantitative estimates in shear wave imaging: theory and experiments.

Authors:  Thomas Deffieux; Jean-Luc Gennisson; Benoit Larrat; Mathias Fink; Mickael Tanter
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7.  Improved Shear Wave Group Velocity Estimation Method Based on Spatiotemporal Peak and Thresholding Motion Search.

Authors:  Carolina Amador Carrascal; Shigao Chen; Armando Manduca; James F Greenleaf; Matthew W Urban
Journal:  IEEE Trans Ultrason Ferroelectr Freq Control       Date:  2017-01-11       Impact factor: 2.725

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Authors:  Shahed Ahmed; Uday Kamal; Md Kamrul Hasan
Journal:  Ultrasonics       Date:  2020-10-24       Impact factor: 2.890

Review 9.  Production of acoustic radiation force using ultrasound: methods and applications.

Authors:  Matthew W Urban
Journal:  Expert Rev Med Devices       Date:  2018-10-31       Impact factor: 3.166

10.  Deep learning Radiomics of shear wave elastography significantly improved diagnostic performance for assessing liver fibrosis in chronic hepatitis B: a prospective multicentre study.

Authors:  Kun Wang; Xue Lu; Hui Zhou; Yongyan Gao; Jian Zheng; Minghui Tong; Changjun Wu; Changzhu Liu; Liping Huang; Tian'an Jiang; Fankun Meng; Yongping Lu; Hong Ai; Xiao-Yan Xie; Li-Ping Yin; Ping Liang; Jie Tian; Rongqin Zheng
Journal:  Gut       Date:  2018-05-05       Impact factor: 23.059

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  1 in total

1.  Improved two-point frequency shift power method for measurement of shear wave attenuation.

Authors:  Piotr Kijanka; Matthew W Urban
Journal:  Ultrasonics       Date:  2022-03-29       Impact factor: 4.062

  1 in total

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