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用于变形跟踪的乳腺模型的弹性分析推导。

Analytical derivation of elasticity in breast phantoms for deformation tracking.

机构信息

University of Twente, Drienerlolaan 5, 7522 NB, Enschede, The Netherlands.

University of Verona, Strada le Grazie 15, 37134, Verona, Italy.

出版信息

Int J Comput Assist Radiol Surg. 2018 Oct;13(10):1641-1650. doi: 10.1007/s11548-018-1803-x. Epub 2018 Jun 4.

Abstract

PURPOSE

Patient-specific biomedical modeling of the breast is of interest for medical applications such as image registration, image guided procedures and the alignment for biopsy or surgery purposes. The computation of elastic properties is essential to simulate deformations in a realistic way. This study presents an innovative analytical method to compute the elastic modulus and evaluate the elasticity of a breast using magnetic resonance (MRI) images of breast phantoms.

METHODS

An analytical method for elasticity computation was developed and subsequently validated on a series of geometric shapes, and on four physical breast phantoms that are supported by a planar frame. This method can compute the elasticity of a shape directly from a set of MRI scans. For comparison, elasticity values were also computed numerically using two different simulation software packages.

RESULTS

Application of the different methods on the geometric shapes shows that the analytically derived elongation differs from simulated elongation by less than 9% for cylindrical shapes, and up to 18% for other shapes that are also substantially vertically supported by a planar base. For the four physical breast phantoms, the analytically derived elasticity differs from numeric elasticity by 18% on average, which is in accordance with the difference in elongation estimation for the geometric shapes. The analytic method has shown to be multiple orders of magnitude faster than the numerical methods.

CONCLUSION

It can be concluded that the analytical elasticity computation method has good potential to supplement or replace numerical elasticity simulations in gravity-induced deformations, for shapes that are substantially supported by a planar base perpendicular to the gravitational field. The error is manageable, while the calculation procedure takes less than one second as opposed to multiple minutes with numerical methods. The results will be used in the MRI and Ultrasound Robotic Assisted Biopsy (MURAB) project.

摘要

目的

针对医学应用(如图像配准、图像引导手术和活检或手术目的的对准),对乳房进行特定于患者的生物医学建模很有意义。计算弹性特性对于逼真地模拟变形至关重要。本研究提出了一种创新的分析方法,用于计算使用乳房体模的磁共振(MRI)图像的弹性模量并评估乳房的弹性。

方法

开发了一种用于弹性计算的分析方法,并随后在一系列几何形状以及由平面框架支撑的四个物理乳房体模上进行了验证。该方法可以直接从一组 MRI 扫描中计算形状的弹性。为了进行比较,还使用了两种不同的模拟软件包对弹性值进行了数值计算。

结果

将不同的方法应用于几何形状表明,对于圆柱形形状,分析得出的伸长率与模拟伸长率的差异小于 9%,而对于其他形状,其差异最大可达 18%,这些形状也由平面基底提供了实质性的垂直支撑。对于四个物理乳房体模,分析得出的弹性与数值弹性的差异平均为 18%,这与几何形状的伸长率估计差异一致。分析方法的速度比数值方法快多个数量级。

结论

可以得出结论,分析弹性计算方法具有在重力变形中补充或替代数值弹性模拟的潜力,对于与重力场垂直的平面基底提供实质性支撑的形状尤其如此。误差是可控的,而计算过程耗时不到一秒,而数值方法则需要数分钟。结果将用于磁共振和超声机器人辅助活检(MURAB)项目。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/a21a/6153655/99b33826a7ef/11548_2018_1803_Fig1_HTML.jpg

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