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Thứ Hai, 27 tháng 2, 2017


 2016 Jun 21;61(12):L20-8. doi: 10.1088/0031-9155/61/12/L20. Epub 2016 May 25.

Scattering and reflection identification in H-scan images.


Medical ultrasound imaging scanners typically display the envelope of the reflected signal on a log scale. The properties of this image and speckle patterns from collections of scatterers have a number of well-known disadvantages. One is the inability to differentiate between different scatterers that may have fundamentally different frequency-dependent scattering cross sections. This study proposes a framework for characterizing scattering behavior and visualizing the results as color coding of the B-scan image. The methodology matches a model of pulse-echo formation from typical situations to the mathematics of Gaussian weighted Hermite functions. The results show an ability to reveal some of the information otherwise hidden in the conventional envelope display, and can be generalized to more conventional bandlimited pulse functions. This new class of images is termed H-scan where 'H' stands for 'Hermite' or 'hue' to distinguish it from conventional B-scan format.

Inspired by a 19th-century set of mathematical functions, University of Rochester researcher Kevin Parker has devised a way to incorporate new color identifications in ultrasound medical images, making it easier to differentiate fine details that currently appear as indistinguishable objects in shades of gray.
The new imaging format would be especially valuable in helping physicians interpret ultrasound images of soft tissue, including muscle, glands, and organs such as the liver.
“This has been a great goal” of ultrasound research since the 1970s, said Parker, the William F. May Professor of Engineering. The technology, described in a paper in Physics in Medicine & Biology, provides more detailed soft tissue images than other attempts, based on quantitative backscattered imaging, Parker said.
Ultrasound uses pulses of high-frequency sound waves that bounce back echoes when they strike cells or arteries. These echoes are also known as scattered waves. The bouncing back gives the ultrasound image its features. With few exceptions – such as Doppler-enhanced ultrasound imaging of blood flow – those features consist of varying shades of black, white and gray reflecting different densities.
“If you look at an ultrasound image of the liver, there are so many things in there – veins, arteries, biliary ducts, liver cells, perhaps some scar tissue – and they’re all just displayed as black and white blobs,” Parker said. “If there’s a large artery, it’s easy to see the wall and the blood inside. But at the finer levels of detail, it is often impossible to tell if you’re looking at a smaller artery or 10 little cells.”
A set of mathematical functions — devised in 1890 by the great mathematician Charles Hermite of France and rarely used in engineering — provided Parker with a way to approach this problem. He came across the functions while perusing a handbook of transforms and applications, and immediately recognized that Hermite’s functions closely approximated ultrasound pulses.
“I realized if we used these, it would make our analyses of ultrasound scattering easier,” Parker said. “So now, instead of ultrasound images showing all of these tissue structures as black and white objects, we can now classify them mathematically (by their size) and assign unique colors to unique types of scatterers.”
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