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It's cost-effective, portable, and noninvasive -- and it's proving to be an effective tool for a wide range of applications, from treating uterine fibroids and identifying hydrocephalus in children to diagnosing enlarged veins in patients with cirrhosis. At this year's RSNA meeting, ultrasound's versatility will be on display via scientific presentations and posters, as well as refresher courses that will keep sonographers at the top of their game. One hot topic at this year's meeting will be shear-wave elastography (SWE), a technique that allows for real-time quantification of tissue stiffness and, therefore, can be helpful in identifying cancerous lesions, which tend to be stiffer than surrounding tissue. RSNA 2019 attendees will also encounter vigorous discussion regarding the uses and benefits of contrast-enhanced ultrasound (CEUS), ultrasound molecular imaging, and using the modality for musculoskeletal applications -- ranging from imaging the Achilles tendon and the knee to the shoulder and the elbow. On the women's imaging side, look for presentations that explore how ultrasound can help monitor breast cancer treatment response, differentiate benign from malignant lesions, and even reduce the need for sentinel node biopsy in women with early-stage disease -- as well as discussion about the pros and cons of automated breast ultrasound (ABUS) compared with handheld and the use of ABUS as a supplemental modality in women with dense breast tissue.


Fast Approximate Time-Delay Estimation in Ultrasound Elastography Using Principal Component Analysis

arXiv.org Machine Learning

Time delay estimation (TDE) is a critical and challenging step in all ultrasound elastography methods. A growing number of TDE techniques require an approximate but robust and fast method to initialize solving for TDE. Herein, we present a fast method for calculating an approximate TDE between two radio frequency (RF) frames of ultrasound. Although this approximate TDE can be useful for several algorithms, we focus on GLobal Ultrasound Elastography (GLUE), which currently relies on Dynamic Programming (DP) to provide this approximate TDE. We exploit Principal Component Analysis (PCA) to find the general modes of deformation in quasi-static elastography, and therefore call our method PCA-GLUE. PCA-GLUE is a data-driven approach that learns a set of TDE principal components from a training database in real experiments. In the test phase, TDE is approximated as a weighted sum of these principal components. Our algorithm robustly estimates the weights from sparse feature matches, then passes the resulting displacement field to GLUE as initial estimates to perform a more accurate displacement estimation. PCA-GLUE is more than ten times faster than DP in estimation of the initial displacement field and yields similar results.


A Deep Learning Framework for Single-Sided Sound Speed Inversion in Medical Ultrasound

arXiv.org Machine Learning

Ultrasound elastography is gaining traction as an accessible and useful diagnostic tool for such things as cancer detection and differentiation as well as liver and thyroid disease diagnostics. Unfortunately, state of the art acoustic radiation force techniques, essential to promote this goal, are limited to high end ultrasound hardware due to high power requirements; are extremely sensitive to patient and sonographer motion; and generally suffer from low frame rates. Researchers have shown that pressure wave velocity possesses similar diagnostic abilities to shear wave velocity. Using pressure waves removes the need for generating shear waves, which in turn enables elasticity based diagnostic techniques on portable and low cost devices. However, current travel time tomography and full waveform inversion techniques for recovering pressure wave velocities require a full circumferential field of view. Focus based techniques, on the other hand, provide only localized measurements, are sensitive to the intermediate medium and require capturing multiple frames. In this paper, we present a single sided sound speed inversion solution using a fully convolutional deep neural network. We show that it is possible to invert for longitudinal sound speed in soft tissue at real time frame rates. For the computation, analysis is performed on channel data information from three diagonal plane waves. This is the first step towards a full waveform solver using a Deep Learning framework for the elastic and viscoelastic inverse problem.


Automatic Frame Selection using CNN in Ultrasound Elastography

arXiv.org Machine Learning

Ultrasound elastography is used to estimate the mechanical properties of the tissue by monitoring its response to an internal or external force. Different levels of deformation are obtained from different tissue types depending on their mechanical properties, where stiffer tissues deform less. Given two radio frequency (RF) frames collected before and after some deformation, we estimate displacement and strain images by comparing the RF frames. The quality of the strain image is dependent on the type of motion that occurs during deformation. In-plane axial motion results in high-quality strain images, whereas out-of-plane motion results in low-quality strain images. In this paper, we introduce a new method using a convolutional neural network (CNN) to determine the suitability of a pair of RF frames for elastography in only 5.4 ms. Our method could also be used to automatically choose the best pair of RF frames, yielding a high-quality strain image. The CNN was trained on 3,818 pairs of RF frames, while testing was done on 986 new unseen pairs, achieving an accuracy of more than 91%. The RF frames were collected from both phantom and in vivo data.


Sparse Variational Bayesian Approximations for Nonlinear Inverse Problems: applications in nonlinear elastography

arXiv.org Machine Learning

This paper presents an efficient Bayesian framework for solving nonlinear, high-dimensional model calibration problems. It is based on a Variational Bayesian formulation that aims at approximating the exact posterior by means of solving an optimization problem over an appropriately selected family of distributions. The goal is two-fold. Firstly, to find lower-dimensional representations of the unknown parameter vector that capture as much as possible of the associated posterior density, and secondly to enable the computation of the approximate posterior density with as few forward calls as possible. We discuss how these objectives can be achieved by using a fully Bayesian argumentation and employing the marginal likelihood or evidence as the ultimate model validation metric for any proposed dimensionality reduction. We demonstrate the performance of the proposed methodology for problems in nonlinear elastography where the identification of the mechanical properties of biological materials can inform non-invasive, medical diagnosis. An Importance Sampling scheme is finally employed in order to validate the results and assess the efficacy of the approximations provided.