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Multi-plane estimation of the third- and fourth-order elastic constants of soft material

机译:软质材料三阶和四阶弹性常数的多平面估计

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The nonlinear shear modulus was found to exhibit higher contrast than shear modulus for the detection of breast lesions (Bernal, Chamming's et al. 2016) and may thus serve as a potential diagnostic index of tissue pathology. Such nonlinear elastic constant of soft tissues has been demonstrated to be effectively estimated by combining ultrasound elastography and supersonic shear imaging based on acoustoelastic theory (Latorre-Ossa, Gennisson et al. 2012). Acoustoelastic theory relates shear wave propagation speed to the strain e and the angle θ between the principal loading direction and the imaging plane (Destrade, Gilchrist et al. 2010), suggesting that 2D distributions of the nonlinear parameters (the third- and fourth-order elastic constants (A, D)) in different planes (θ) could be estimated. We thus aimed to preliminarily validate this concept in vitro.
机译:发现非线性剪切模量比剪切模量具有更高的对比度,可用于检测乳腺病变(Bernal,Chamming's et al。2016),因此可以作为组织病理学的潜在诊断指标。这种软组织的非线性弹性常数已被证明可以通过基于声弹性理论的超声弹性成像和超声剪切成像相结合而得到有效估计(Latorre-Ossa,Gennisson等人,2012)。声弹理论将剪切波的传播速度与应变e和主载荷方向与成像平面之间的夹角θ关联起来(Destrade,Gilchrist et al.2010),这表明非线性参数的二维分布(三阶和四阶)可以估计不同平面(θ)中的弹性常数(A,D)。因此,我们旨在在体外初步验证该概念。

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