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Does group velocity always reflect elastic modulus in shear wave elastography?


ABSTRACT: Dynamic elastography is an attractive method to evaluate tissue biomechanical properties. Recently, it was extended from US- and MR-based modalities to optical ones, such as optical coherence tomography for three-dimensional (3-D) imaging of propagating mechanical waves in subsurface regions of soft tissues, such as the eye. The measured group velocity is often used to convert wave speed maps into 3-D images of the elastic modulus distribution based on the assumption of bulk shear waves. However, the specific geometry of OCE measurements in bounded materials such as the cornea and skin calls into question elasticity reconstruction assuming a simple relationship between group velocity and shear modulus. We show that in layered media the bulk shear wave assumption results in highly underestimated shear modulus reconstructions and significant structural artifacts in modulus images. We urge the OCE community to be careful in using the group velocity to evaluate tissue elasticity and to focus on developing robust reconstruction methods to accurately reconstruct images of the shear elastic modulus in bounded media.

SUBMITTER: Pelivanov I 

PROVIDER: S-EPMC6650747 | biostudies-literature | 2019 Jul

REPOSITORIES: biostudies-literature

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Does group velocity always reflect elastic modulus in shear wave elastography?

Pelivanov Ivan I   Gao Liang L   Pitre John J   Kirby Mitchell M   Song Shaozhen S   Li David D   Shen Tueng T   Wang Ruikang R   O'Donnell Matthew M  

Journal of biomedical optics 20190701 7


Dynamic elastography is an attractive method to evaluate tissue biomechanical properties. Recently, it was extended from US- and MR-based modalities to optical ones, such as optical coherence tomography for three-dimensional (3-D) imaging of propagating mechanical waves in subsurface regions of soft tissues, such as the eye. The measured group velocity is often used to convert wave speed maps into 3-D images of the elastic modulus distribution based on the assumption of bulk shear waves. However  ...[more]

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