波谱学杂志, 2024, 41(2): 209-223 doi: 10.11938/cjmr20233085

综述评论

磁共振弹性成像及其在脑疾病中的应用

冯原,1,2,3,4,*, 邱苏豪1,2,3, 严福华4, 杨广中1,2,3

1.上海交通大学,生物医学工程学院,上海 200030

2.上海交通大学,医疗机器人研究院,上海 200240

3.上海交通大学,磁共振诊疗高端技术国家工程研究中心,上海 200240

4.上海交通大学医学院附属瑞金医院,放射科,上海 200025

Magnetic Resonance Elastography and Its Application in Brain Diseases

FENG Yuan,1,2,3,4,*, QIU Suhao1,2,3, YAN Fuhua4, YANG Guang-Zhong1,2,3

1. School of Biomedical Engineering, Shanghai Jiao Tong University, Shanghai 200230, China

2. Institute of Medical Robotics, Shanghai Jiao Tong University, Shanghai 200240, China

3. National Engineering Research Center of Advanced Magnetic Resonance Technologies for Diagnosis and Therapy (NERC-AMRT), Shanghai Jiao Tong University, Shanghai 200240, China

4. Department of Radiology, Ruijin Hospital, Shanghai Jiao Tong University School of Medicine, Shanghai Jiao Tong University, Shanghai 200025, China

通讯作者: *Tel: 18625085336, E-mail:fengyuan@sjtu.edu.cn.

收稿日期: 2023-10-7   网络出版日期: 2023-11-21

基金资助: 国家自然科学基金(32322042); 国家自然科学基金(32271359); 国家重点研发计划(2022YFB4702704); 国家重点研发计划(2022YFB4702700); 上海市科委资助项目(20DZ2220400); 上海市科委资助项目(2021SHZDZX)

Corresponding authors: *Tel: 18625085336, E-mail:fengyuan@sjtu.edu.cn.

Received: 2023-10-7   Online: 2023-11-21

摘要

磁共振弹性成像(magnetic resonance elastography,MRE)是一种通过外界激励将剪切波动传递到所测量的软组织中,采用磁共振成像记录波动位移,并基于波动特征对软组织的力学参量进行估计的方法.脑组织的力学参量,尤其是粘弹参量与其生长、老化和疾病密切相关.本综述首先介绍MRE的理论原理以及软组织粘弹性的物理意义和表示方法,并以脑组织MRE为例说明MRE的技术方法及其扫描过程.其次,针对脑肿瘤和神经退行性疾病等典型的脑疾病,介绍MRE在临床研究中的应用,说明粘弹参量作为脑科学基础研究和疾病诊断的新生物标志物的意义.最后,对MRE在脑疾病和脑科学的应用相关研究热点开展了讨论.

关键词: 磁共振弹性成像; 脑肿瘤; 神经退行性疾病; 粘弹性; 生物标志物

Abstract

Magnetic resonance elastography (MRE) is a method to estimate biomechanical properties of soft tissues by recording shear wave propagation using MR imaging. The wave excitation is produced by an external actuator and the properties are inversely calculated based on the wave equation. Biomechanical properties of brain tissue, especially the viscoelastic properties, are closely related to the growth, aging, and disease of brain. This review first introduces the theoretical background of MRE, followed by the physical meaning of the viscoelastic parameters and wave equations used for inversion. Scanning protocols for MRE, along with a specific example focusing on brain MRE, are also described. The paper presents various clinical applications of brain MRE, with a specific emphasis on brain tumors and neurodegenerative diseases. The application of viscoelastic properties as biomarkers in fundamental scientific research, disease diagnosis, and prognosis is discussed. We further highlight the current trends in brain MRE research covering both technical and clinical aspects, providing a reference for future neuroscience research and clinical applications.

Keywords: magnetic resonance elastography (MRE); brain tumor; neurodegenerative disease; viscoelasticity; biomarker

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本文引用格式

冯原, 邱苏豪, 严福华, 杨广中. 磁共振弹性成像及其在脑疾病中的应用[J]. 波谱学杂志, 2024, 41(2): 209-223 doi:10.11938/cjmr20233085

FENG Yuan, QIU Suhao, YAN Fuhua, YANG Guang-Zhong. Magnetic Resonance Elastography and Its Application in Brain Diseases[J]. Chinese Journal of Magnetic Resonance, 2024, 41(2): 209-223 doi:10.11938/cjmr20233085

引言

脑组织的生物力学特性为揭示脑疾病、损伤和发育的机制,建立对应的预防、治疗与评估方法提供了新的视角[1-3].研究已表明,在微观结构层面和宏观组织层面,病理特征的变化都与其载体的力学参量变化密切相关.在微观结构层面,神经退行性疾病的特异蛋白沉积(如amyloid-β蛋白),会对神经元和胶质细胞的力学特性带来显著变化[4];不同肿瘤细胞的微观力学特性亦有显著差异[5].在宏观组织层面,脑肿瘤的不同类型以及在发展的不同阶段,其组织力学特性具有较强的敏感性表征[6].因此,脑生物力学参量的在体测量,是实现生物力学基础研究向临床转化应用的一个重要突破口.

磁共振弹性成像(magnetic resonance elastography,MRE),是一种通过记录剪切波动在软组织中的传递状态,基于波动位移推算软组织生物力学特性参数的成像方法[7-9].在一定的振动频率下,通过对组织内氢原子自旋相位的记录,MRE可以实现对组织的波动位移开展成像.通过观察组织的生物力学特性,并基于本构方程假设,对剪切波在组织中传播的波动方程进行逆向求解,可以得到表征组织生物力学特性的本构参量[10,11].目前,MRE在肝硬化的临床诊断分级上应用较多[8],并在欧美国家开展了较为成熟的临床应用[12].由于常规成像方法难以直接对脑组织的生物力学参量开展测量,现有基于结构像,或扩散加权成像(diffusion weighted imaging,DWI)[13]等间接判断组织力学特性方法较不稳定,且单纯统计相关性并不能准确反映空间分布差异性较大的力学参量.因此,MRE为脑组织力学参量的直接准确测量提供了可靠且有效的手段.

在脑相关疾病的研究与应用方面,2003年梅奥医学中心首次报道MRE在脑组织测量中的应用[14].经过二十年的探索和发展,脑组织MRE已在波动激发方法、成像序列设计以及临床应用[6,15]等方面展现了其独有特点.本综述首先介绍MRE的成像原理、力学参量计算常用方法以及MRE在脑成像临床应用中的基本流程.其次,针对脑肿瘤、神经退行性疾病和其他脑疾病中的典型应用,归纳总结所采用的技术参数、测量的组织力学参量、以及研究的主要结论.最后小结并展望MRE在脑疾病研究中的前沿与趋势,以期为相关领域的学者和临床工作者提供有益信息.

1 MRE概述

1.1 成像原理

通过在指定空间方向和时间点加载位移编码梯度,相应的波动位移的分量随时间的变化可以通过相位积累的方式记录下来[16].位移编码梯度所记录的累计相位为:

$\phi(\theta)=\gamma \int_{0}^{\frac{2 \pi N}{\omega}} \boldsymbol{G}_{\mathrm{enc}} \cdot \boldsymbol{r}(\theta) \mathrm{d} t=\frac{\gamma \pi N}{\omega} \boldsymbol{G}_{0} \cdot \boldsymbol{u}_{0} \sin (\boldsymbol{k} \cdot \boldsymbol{r}-\theta)$

其中γ是磁旋比,ω是振动角频率,N是编码梯度所记录的波动周期个数,$\boldsymbol{G}_{\mathrm{enc}}=\boldsymbol{G}_{0} \sin (\omega t)$是编码梯度,r是所记录的质子位置, $r_{0}$是振动前质子的初试位置,$u_{0}$是振幅,k是波数,θ是所施加的位移编码梯度与波动的相位差,并且有$\boldsymbol{r}=\boldsymbol{r}_{0}+\boldsymbol{u}_{0} \cos (\omega t-\boldsymbol{k} \cdot \boldsymbol{r}+\theta)$.通过(1)式可以看出,在确定的位移编码梯度和波动频率条件下,空间像素的振动位移与相位存在线性关系.调节所施加的位移编码梯度与波动的相位差,可以采集一个波动周期中不同的时间点.基于此,可以通过加载位移编码梯度对波动位移的时空分布进行记录.

实际上,位移编码梯度可以与加载在任意的成像序列中,如常规的梯度回波(gradient-echo,GRE)序列(图1).临床常用的MRE成像还包括基于自旋回波(spin-echo,SE)和平面自旋回波(echo-planar imaging,EPI)[8]的序列. 为了增强位移编码以及整体成像的效率并提高成像速率,MRE的改进位移编码方式包括分数编码[17],Hardamard编码[18],基于DENSE的编码等[19].

图1

图1   基于GRE的MRE序列示意. 在常规梯度回波的成像基础上,可以分别在SS、PE、RO方向加载位移编码梯度,从而对所加载方向的位移进行编码. SS:扫描层面选择;PE:相位编码;RO:读出梯度;θ:所施加的位移编码梯度与波动的相位差

Fig. 1   A typical MRE sequence based on gradient-echo imaging. Motion-encoding gradients can be applied to either SS, PE, or RO directions based on conventional gradient-echo sequence. SS: slice selection; PE: phase encoding; RO: readout; θ: phase offset between the motion encoding gradient and the harmonic motion


1.2 反演算法

在采集到随时间变化和空间分布的波动位移场后,基于位移对软组织的生物力学参量开展反演计算是MRE的重要组成部分[20-24].对于脑组织的生物力学特性描述,常用复数剪切模量(complex shear modulus)$G^{*}$,或剪切硬度(shear stiffness)μ来表示.其中复数剪切模量$G^{*}$包含储能剪切模量(实部$G^{’}$)和损耗剪切模量(虚部$G^{’’}$):

$G^{*}=G^{\prime}+\mathrm{i} G^{\prime \prime}$

剪切硬度μ可以基于组织密度ρ和剪切波动传播速度Cs进行估计:

$\mu=\rho C_{s}^{2}$

对于$G^{*}$的计算,常基于各向同性线弹性介质中的波动方程开展计算:

$\mu \nabla^{2} \boldsymbol{u}+(\lambda+\mu) \nabla(\nabla \cdot \boldsymbol{u})=\rho \frac{\partial^{2} \boldsymbol{u}}{\partial t^{2}}$

其中λ是拉梅系数,μ是剪切硬度,u是位移场,ρ是组织密度,是微分算子,t是时间变量.对于仅有剪切波动位移的情况,剪切位移的散度为0,上式简化为:

$\mu \nabla^{2} \boldsymbol{u}=\rho \frac{\partial^{2} \boldsymbol{u}}{\partial t^{2}}$

其通解为:

$\boldsymbol{u}=\boldsymbol{a}_{0} \cdot \mathrm{e}^{k^{\prime \prime} n_{0} \cdot \boldsymbol{r}} \cdot \mathrm{e}^{\mathrm{i}\left(\omega t-k^{\prime} n_{0} \cdot \boldsymbol{r}\right)}=\boldsymbol{a}_{0} \cdot \mathrm{e}^{\mathrm{i}\left(\omega t-k^{*} n_{0} \cdot \boldsymbol{r}\right)}$

其中$\boldsymbol{a}_{0}$为波动幅值向量, $K^{*}$是复数波数,$K^{’}$$K^{’’}$分别为复数波数的实部和虚部($k^{*}=k^{\prime}+\mathrm{i} \cdot k^{\prime \prime}$),$n_{0}$为波动传播方向向量,ω为波动角频率,r为空间中任意体素的位置向量.将通解写为$\tilde{\boldsymbol{u}} \mathrm{e}^{\mathrm{i} \omega t}\left(\tilde{\boldsymbol{u}}=\boldsymbol{a}_{0} \mathrm{e}^{-\mathrm{i} k^{*} \boldsymbol{n}_{0} \cdot \boldsymbol{r}}\right)$形式带入波动方程(5),得到:

$\mu \nabla^{2} \tilde{\boldsymbol{u}}=-\rho \omega^{2} \tilde{\boldsymbol{u}}$

使用相似定律将μ$G^{\prime}+\mathrm{i} G^{\prime \prime}$替代后,可以用最小二乘法进行体素的复数剪切模量计算:

$G^{\prime}+\mathrm{i} G^{\prime \prime}=-\rho \omega^{2} \cdot\left(\nabla^{2} \tilde{\boldsymbol{u}}^{T} \nabla^{2} \tilde{\boldsymbol{u}}\right)^{-1} \nabla^{2} \tilde{\boldsymbol{u}}^{T} \cdot \tilde{\boldsymbol{u}}$

除了基于波动方程的直接反演计算(direct inversion,DI),常用的生物力学参量估计算法还包括本地频率估计(local frequency estimation,LFE)[25,26],多频率粘弹反算(k-multifrequency dual elasto-visco inversion,k-MDEV)[27],基于有限元模型的非线性反算(nonlinear inversion,NLI)[28],以及基于神经网络和深度学习(deep learning,DL)的算法[29,30].这些算法可以针对复数剪切模量$G^{*}$,剪切硬度μ,剪切波动传播速度Cs,或复数波数$k^{*}$来对组织的生物力学特性进行描述.这些参量的实数部分一般可以表征组织的软硬程度,虚数部分可以表征组织对的粘性特征或对波动传播的衰减程度.这些参数间的换算关系如(9)~(12)式所示:

$G^{\prime}=\rho \omega^{2} \frac{\left(k^{\prime 2}-k^{\prime \prime 2}\right)}{\left(k^{\prime 2}+k^{\prime \prime 2}\right)^{2}}$
$G^{\prime \prime}=\rho \omega^{2} \frac{2 k^{\prime} k^{\prime \prime}}{\left(k^{\prime 2}+k^{\prime \prime 2}\right)^{2}}$
$\mu=\rho C_{s}^{2}=\frac{2\left|G^{*}\right|^{2}}{\left(G^{\prime}+\left|G^{*}\right|\right)}$
$C_{s}=\frac{2 \pi / k^{\prime}}{2 \pi / \omega}=\frac{\omega}{k^{\prime}}$

其中ρ是组织密度,$ k^{\prime}$$ k^{\prime \prime }$分别为复数波数$k^{*}$的实部和虚部($k^{*}=k^{\prime}+\mathrm{i} \cdot k^{\prime \prime} $),ω为波动角频率.对于组织的粘度特征,还常用复数剪切模量的幅角$\varphi=\arctan \left(G^{\prime \prime} / G^{\prime}\right) $[31]或衰减系数$\xi=G^{\prime \prime} / 2 G^{\prime} $[9,32,33]表示.

基于上述讨论,可以看到组织的粘弹性参量的表达方式多样,基于不同的模型与计算方法虽各有不同,但物理意义是相通的.其中,μ$C_{s}$直观表示组织的硬度大小,包含了储能剪切模量$ G^{\prime}$和损耗剪切模量$ G^{\prime \prime }$两部分的贡献.而储能剪切模量$ G^{\prime}$和损耗剪切模量$ G^{\prime \prime }$作为复数剪切模量G*的实部和虚部,分别代表了组织的弹性特征和能量耗散特征,在应用波动方程开展计算方面应用较方便.

1.3 扫描流程

虽然各个脑MRE仪器的硬件系统和后处理算法各异,但总体扫描流程基本相同[34-38].脑组织MRE的扫描流程主要分为3个步骤(图2):(1)剪切波激励:采用震动激励装置将剪切波动传递到脑中;(2)剪切波记录:采用MRE扫描序列对剪切波动在脑中的传播进行记录;(3)图像后处理:对采集的波动位移进行反演,求解空间分布的脑组织生物力学参量.

图2

图2   脑组织MRE成像的主要流程.剪切波激励包括波动信号的发生、放大与通过驱动器向脑组织中的传递;剪切波记录包括采用MRE扫描序列对磁共振成像系统操作记录波动位移;图像后处理部分包括图像的重建与基于波动影像的生物力学参量反演计算

Fig. 2   Procedures of brain MRE. The wave actuation includes generating, amplifying, and transmitting shear waves to brain. The recording of waves include using MRE sequence implemented in the MR scanner for displacement encoding. The image processing steps include image reconstruction and inversion of biomechanical properties


将剪切波动安全、有效并且舒适地传递到脑组织中,是MRE有效开展的首要步骤.当前,基于气动驱动的MRE成像驱动装置已在临床研究中广泛应用[39].气动驱动装置分为主动驱动和被动驱动两部分.其中主动驱动部包括产生气压的气泵和定频率控制系统,被动驱动部分由一个放置在头部下方的气枕组成,气枕和气泵由导气管连接,实现定频率变化的气压从主动驱动部分传递到被动驱动的气枕中.气动驱动器的磁兼容性能较好,气枕的布置和安放也比较灵活.另外一种传动方式采用刚性连接,将主动驱动与一个套在头上的摇盔固连,将产生的振动通过刚性的杆件和摇盔传递到脑中[40].类似的驱动方式还包括压电驱动,通过压电驱动器振动放置在胸前的硬质橡胶并通过人体传递到脑中[41].电磁驱动方法是利用磁共振成像的主磁场,通过在磁体中放置线圈并调节线圈中的电流,从而基于电磁感应产生振动[34].电磁驱动器可以产生较精准的频率驱动,较易实现振动的精准调控.

实际临床扫描过程中,被试者将驱动器穿戴好后,既可以开展常规扫描和MRE成像.目前基于EPI和GRE的MRE序列在临床较多使用.对于生物力学参量的反演计算,DI、k-MDEV、NLI和DL等算法均有应用.由于脑组织MRE尚集中在基础与临床研究中,其后处理算法依然在不断改进和更新.

2 MRE在脑疾病中的应用

由于测试频率和反演算法的差异,MRE测量的正常脑组织的剪切模量幅值在不同测试系统中不完全一致,但是对组织硬度变化的测量趋势是一致的.脑组织MRE常用测量频率为50~60 Hz,组织振动幅值在5~50 μm范围内[42,43].在此频率范围内,健康人正常全脑剪切模量幅值2.1~2.9 kPa [42],其中白质2.8~3.3 kPa,灰质2.0~2.4 kPa [44]. 脑组织的硬度随年龄增加而减小,大脑组织、白质和皮质灰组织的$G^{\prime} $每年递减0.32%~0.36%, $G^{\prime \prime } $每年递减0.43%~0.55%;而皮下灰质的$G^{\prime} $每年递减0.18%~0.23%, $G^{\prime \prime } $每年递减约0.43% [45].

2.1 脑肿瘤

脑肿瘤是最常见的脑疾病之一,其中恶性肿瘤如胶质瘤致死率一直居高不下.现阶段,治疗脑肿瘤的最有效方式是手术切除.而在切除手术前,神经外科医生往往希望对切除目标肿瘤的软硬程度有定量估计,从而制定相应的手术计划.因此,脑肿瘤的术前力学参量测量可以为脑肿瘤的手术提供计划指导.另一方面,脑肿瘤的生物力学参量与肿瘤的类型、发展阶段、治疗效果密切相关.我国的天坛医院[46],美国梅奥医学中心[47]和德国Charite医院[48]最早开展应用MRE对脑肿瘤的研究.其中,美国梅奥医学中心Ehman研究组和德国Charite的Sack研究组对脑肿瘤的研究最为集中深入.MRE在脑肿瘤中的主要研究小结如表1所示.

表1   MRE在脑肿瘤中的研究小结.所有研究均在3 T磁共振系统上开展

Table 1  A summary of MRE studies of brain tumor. All the measurements were carried out in 3 T scanners

文献肿瘤类型患者总数(分布)驱动器/序列分辨率/mm3反演算法测量结果/kPa*
[46]脑膜瘤(4)、血管外皮细胞瘤(1)、神经鞘瘤(1)6(2男/4女,
16~63岁)
电磁式驱动
咬棒/GRE
1.875×1.875×5-肿瘤组织剪切模量幅值与手术直观判断相符
[47]脑膜瘤(13)13气动枕/
SE-EPI
4×4×4DI肿瘤组织剪切模量幅值与手术直观判断相符
[48]淋巴瘤(1)、胶质母细胞瘤(3)、间变性星形细
瘤(3)、神经胶质
瘤(4)、脑膜瘤(2)、脑转移瘤(3)
16(5男/11女,
26~78岁)
头部摇篮/
EPI
3×3×3MDEV|G*| = 0.893~2.131
[49]脑膜瘤(14)14(4男/10女,
28~76岁)
气动枕/
SE-EPI
3×3×3DI肿瘤组织剪切模量幅值与手术直观判断相符
[50]垂体大腺瘤(10)10(5男/5女,
22~78岁)
气动枕/
SE-EPI
3×3×3DI软肿瘤平均剪切模量幅值
1.38±0.36 (1.08~1.86)
硬肿瘤平均剪切模量幅值
1.94±0.26 (1.72~2.32)
[51]神经胶质瘤(18)18(12男/6女,
男性25~68岁,
女性28~40)
气动枕/
SE-EPI
3×3×3DI平均剪切模量幅值
2.2±0.7 (1.1~3.8)
[52]垂体腺瘤(38)38(22男/16女,
22~78岁)
气动枕/
SE-EPI
3×3×3DI平均剪切模量幅值
1.8 (1.1~3.7)
[53]脑膜瘤(13)、垂体腺瘤(11)、前庭神经鞘瘤(6)、胶质瘤(4)34(11男/23女,
31~77岁)
气动枕/
SE-EPI
3.75×3.75×5DI平均剪切模量幅值
脑膜瘤1.9±0.8,垂体腺瘤1.2±0.3,前庭神经鞘瘤2.0±0.4,胶质瘤1.5±0.2
[54]脑膜瘤(18)18(4男/14女,
62.8±15.3岁)
气动枕/
SE-EPI
1.875×1.875×3DI平均剪切模量幅值
3.12±1.23
[55]脑膜瘤(88)88(35男/53女,
22~77岁)
气动枕/
SE-EPI
3×3×3DI平均剪切模量幅值
3.81±1.74 (1.57~12.6)
[56]胶质母细胞瘤(22)22(12男/10女,
64.5±15.1岁)
头部摇篮/
SE-EPI
2×2×2MEDV|G*| = 0.85~1.83
(1.32±0.26)
[57]胶质母细胞瘤(11)、间变性星形细胞瘤(3)、脑膜瘤(7)、脑转移瘤(5)、脑内脓肿(1)27(12男/15女,
49~75岁)
头部摇篮/
SE-EPI
2×2×2MEDV|G*| = 1.43±0.33
[58]转移瘤(1)、胶质母细胞瘤(3)、星形细胞瘤(1)、脑膜瘤(3)8(3男/5女,
28~76岁)
头部摇篮/
SE-EPI
2×2×2MEDV脑膜瘤和星形细胞瘤
|G*| = 1.52±0.20;
胶质瘤和转移瘤
|G*| = 1.28±0.14
[59]胶质母细胞瘤(10)10(5男/5女,
44~74岁)
机械转子/
GRE
3.1×3.1×3.1NLIG° = 1.15~1.62;
G = 0.55~0.80

*测量的结果中,括号内表示最小值和最大值.

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梅奥医学中心基于其开发的气动枕式驱动器,针对脑疾病开展了大量研究.其中,Hughes等人对脑膜瘤和垂体腺瘤进行了在体测量,验证了在体测量与开颅后术中判断的一致性[49],并发现软肿瘤和硬肿瘤的平均剪切模量幅值(最大~最小值)分别为1.38±0.36 (1.08~1.86) kPa和1.94±0.26 (1.72~2.32) kPa[50].Pepin等人对胶质瘤开展了测量,发现其平均剪切模量幅值为2.2±0.7 (1.1~3.8) kPa.对应II、III和IV级胶质瘤,其剪切模量幅值呈现下降趋势,平均值分别为2.7±0.7 (2.1~3.8) kPa、2.2±0.6 (1.7~3.4) kPa和1.7±0.5 (1.3~2.1) kPa[51]. Cohen-Cohen等人对垂体腺瘤测量发现其平均剪切模量幅值为1.8 kPa,比正常脑白质软[52].日本Sakai等人采用梅奥医学中心的系统,针对四种脑肿瘤开展测量得到其剪切模量幅值的平均值分别为:脑膜瘤1.9±0.8 kPa,垂体腺瘤1.2±0.3 kPa,前庭神经鞘瘤2.0±0.4 kPa,胶质瘤1.5±0.2 kPa[53].日本的Takamura等人与梅奥医学中心合作,采用平面分辨率为1.875 mm的MRE对18例脑膜瘤进行了测量并测得平均剪切模量幅值为3.12 ±1.23 kPa[54].中国医科大学附属盛京医院石喻等人与梅奥医学中心合作,采集了88例脑膜瘤并测得平均剪切模量幅值3.81±1.74 (1.57~12.6) kPa,比正常大脑和小脑组织都要硬[55].纵观如上梅奥医学中心的系列研究,针对脑膜瘤的测量最多,但所测量的剪切模量幅值并不完全一致.究其原因,相较于较早期开展的测量,后期测量所用的反演算法、扫描序列都有一定程度的改进,可能导致了早期和后期测量的绝对测量数值的变化.

德国Simon等人基于其开发的脑组织MRE成像系统,对淋巴瘤、胶质母细胞瘤、间变性星形细胞瘤、神经胶质瘤、脑膜瘤、脑转移瘤等一系列脑肿瘤开展了早期测量[48].其中,针对胶质瘤的测量发现其平均$\left|G^{*}\right|$为1.32±0.26 (0.85~1.83) kPa[56].进一步地,Sack研究组通过提高空间分辨率,发现脑肿瘤的平均$\left|G^{*}\right|$为1.43±0.33 kPa[57].Sack研究组在基于肿瘤在细胞尺度和组织尺度的对比实验中发现,肿瘤的复数剪切模量幅值$\left|G^{*}\right|$和损耗剪切模量$G^{\prime \prime}$相较于储能模量$G^{\prime }$而言与细胞硬度的相关性更强[58].这表明组织的粘度特性与细胞的特性密切相关.其他针对脑肿瘤的MRE研究主要分布在欧洲.其中,挪威和英国的研究者采用机械转子驱动器,对胶质瘤开展研究,发现胶质瘤的硬度升高与胶质瘤组织灌注参数的降低密切相关[59].

2.2 神经退行性疾病

神经退行性疾病如阿尔茨海默症(Alzheimer’s disease,AD)和帕金森症(Parkinson’s disease,PD)是影响人类健康的主要脑疾病.表2总结了MRE在神经退行性疾病中的主要研究.MRE在这一领域的早期研究主要基于人脑的正常衰老开展测量,发现组织硬度随衰老下降的趋势.2009年德国Sack等人最早采用MRE方法开展对不同年龄人群的脑组织生物力学参数进行测量.他们基于对55个健康志愿者(18~88岁)的研究,发现脑组织的剪切模量幅值随着年龄增长下降的趋势[60].美国梅奥医学中心的Arani等人通过对来自不同年龄段的45名健康志愿者(56~89岁)开展全脑MRE测量,发现在除小脑之外的大脑(额叶、顶叶、颞叶和枕叶)区域,其剪切模量幅值均表现出随年龄增加而显著下降的现象[61].Hiscox等人对同等数量(12人)的青年组和老年组开展脑组织MRE测量,发现对比青年组,老年组的皮质下区域有显著的软化特性[31]. 美国斯坦福大学的Lv等人通过对46名健康志愿者(26~76岁)开展全脑MRE的测量,发现脑组织的粘弹参数,包括储能剪切模量,损耗剪切模量等均随着年龄的增加而下降,并发现尾状核、壳核和丘脑的剪切模量可以用于标志衰老,且年龄越大其组织软化的程度越大[45].美国特拉华大学的Delgorio等人通过对54个健康志愿者(21~81岁)的海马和海马亚区的组织硬度开展测量和分析,发现海马区及其亚区的硬度随着年龄显著下降[62].近期他们的一项针对遗忘型轻度认知障碍患者的研究也有类似发现[63].

表2   MRE在神经退行性疾病中的研究小结.所有研究均在3 T磁共振系统上开展

Table 2  A summary of MRE studies of neurodegenerative diseases. All the measurements were carried out in 3 T scanners

文献疾病类型
(患者数量)
患者年龄
(岁)
驱动器/
序列
分辨率/
mm3
反演算法测量结果/kPa*所测量参量显著变化
的区域
[63]遗忘型轻度认知
障碍(20)
23~81气动枕/
3D spiral
1.25×1.25×1.25NLI对照组:2.84±0.28
遗忘型轻度认知障碍:
2.63±0.32
阿蒙尼角1-2,齿状回-阿蒙尼角3
[64]阿尔茨海默症(7)76~94气动枕/
SE-EPI
4×4×2.5DICN-: 2.37 (2.17~2.62);
CN+: 2.32 (2.18~2.67);
AD: 2.20 (1.96~2.29)
全脑
[65]阿尔茨海默症(8)-气动枕/
SE-EPI
3×3×3DI对照组:2.51±0.09
疾病组:2.40±0.09
额叶,颞叶以及一个复合区域(额叶、顶叶和颞叶,不包括中央前回和中央后回)
[66]阿尔茨海默症(8)
路易体痴呆(13)
额颞叶痴呆(5)
78~88
55~79
54~65
气动枕/
SE-EPI
3×3×3NLI对照组:2.81±0.22
阿尔茨海默症:2.35±0.26
路易体痴呆:2.84±0.30
额颞叶痴呆:2.30±0.20
阿尔茨海默症:额叶、颞叶、扣带回、辅助运动区、楔前叶和眶前区
路易体痴呆:楔前叶
额颞叶痴呆:顶叶、额叶、颞叶、中央前叶、枕盖、岛叶、楔前叶、眶前叶、初级视觉区、扣带回和枕叶
[67]阿尔茨海默症(21)67~80头部摇篮/
SE-EPI
1.9×1.9×1.9MDEV对照组:1.54±0.13
阿尔茨海默症:1.39±0.16
海马区
[68]阿尔茨海默症(12)70~87气动枕/
3D spiral
1.6×1.6×1.6NLI对照组:2.50±0.05
阿尔茨海默症:2.25±0.05
白质、皮质灰质(颞中上回和楔前叶)
[69]帕金森症(17)
进行性核上性麻痹
(20)
49~78
62~82
头部摇篮/
SE-EPI
2×2×2MDEV对照组:1.04±0.08
帕金森症:0.96±0.065
进行性核上性麻痹:
0.95±0.078
帕金森症:额叶和中脑区域
进行性核上性麻痹:额叶和中脑区域
[70]肌萎缩侧索硬化
症(14)
57±12头部摇篮/
SE-EPI
2×2×2TIC33: 27.63±2.05 (50 Hz),
40.39±3.68 (60 Hz);
C44: 4.21±0.06 (50 Hz),
4.68±0.07 (60 Hz);
C66: 4.89±0.09 (50 Hz),
5.35±0.13 (60 Hz)
皮质脊髓束
[71]行为性额颞叶痴呆
(5)
55~66气动枕/
SE-EPI
3×3×3DI对照组:2.77(中位数)
疾病组:2.57(中位数)
额叶和颞叶
[72]阿尔茨海默症(8)
路易体痴呆(5)
额颞叶痴呆(5)
常压脑积水(20)
78~87
63~76
54~65
60~86
气动枕/
SE-EPI
3×3×3DI对照组:2.44±0.08
阿尔茨海默症:2.32±0.09
路易体痴呆:2.43±0.11
额颞叶痴呆:2.28±0.10
常压脑积水:2.46 ±0.08
阿尔茨海默症:额叶、颞叶、顶叶和运动感知区
路易体痴呆:无
额颞叶痴呆:额叶和颞叶
常压脑积水:顶叶、枕叶和运动感知区

*测量的结果中,CN-表示PET检验Aβ阴性,认知正常的样本;CN+表示PET检验Aβ阳性,认知正常的样本;C33、C44、C66表示线弹性材料的6×6硬度矩阵中,对角线上从上到下第3、4、6个参量.其余数据为剪切模量幅值.

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在AD的研究方面,美国梅奥医学中心的Murphy等人最早使用MRE对AD患者开展了研究[64]表2).其研究发现AD患者的脑组织剪切模量幅值相较于正常对照组有显著下降.在随后的研究中,Murphy等人进一步与PET诊断结果进行对比以验证其结论,并发现剪切模量幅值下降的区域主要分布在额叶、颞叶和顶叶[65]. 梅奥中心的团队在近期的研究中还发现剪切模量在中颞叶部分也会显著下降[66].Gerischer等人也从全脑角度发现剪切模量幅值在AD患者中显著下降,并发现海马体的剪切模量幅角$\varphi$也显著下降[67].Hiscox等人则分别针对白质、灰质和皮层区进行了单独分析,发现了这些区域的组织剪切模量幅值都有下降的现象[68].虽然针对AD患者海马体部分的剪切模量幅值变化尚无统一结果,但针对轻度认知障碍患者海马体的分析则都观察到了剪切模量幅值下降的现象[63].

在PD方面,德国Charite的Lipp等人最早针对PD和进行性核上性麻痹(progressive supranuclear palsy,PSP)开展了研究,发现PD患者的全脑的剪切模量幅值对比正常人有显著下降,尤其是在额叶和中脑区[69].对于PSP患者,其脑组织剪切模量的幅角也有显著下降,但与PD患者的下降幅度有明显差异.另外,基于轴向同性的模量估计,Romano等人发现肌萎缩侧索硬化症(amyotrophic lateral sclerosis,ALS)患者的相关轴向同性模量分量有显著下降[70].而针对行为性额颞叶痴呆(behavioral variant fronto-temporal dementia,bvFTD)的MRE测量则发现了相关患者在全脑、额叶和颞叶区域剪切模量幅值下降的特点[71].ElSheikh等人在2017年前开展过一系列有关神经退行性疾病的研究[72].其结果中,路易体痴呆(Lewy bodies,DLB)患者没有发现显著的剪切模量幅值变化,而对于有组织剪切模量幅值下降的疾病,AD的下降区域主要集中在额叶、颞叶、顶叶和运动区;额颞叶痴呆(FTD)主要集中在额叶和颞叶;常压脑积水(normal pressure hydrocephalus,NPH)的主要集中在枕叶、顶叶和运动区.梅奥医学中心的Pavuluri 等人也发现FTD患者的额叶、内侧颞叶有显著的剪切模量幅值下降[66].

3 MRE在脑疾病研究中的前沿与趋势

本节从技术方法和临床应用两方面,基于近期在脑MRE的研究进展,对现有研究前沿开展讨论,并对未来脑MRE的研究和应用做趋势判断.

3.1 技术方法

成像速度的提升一直是磁共振成像所追求的目标.由于现有MRE成像序列主要通过在现有的常规序列上添加位移编码梯度实现,其代价是MRE的成像时间也受到基础序列扫描时间的限制,一般最常用的全脑单频率3 mm各向同性像素MRE的成像时间不会低于5 min.在MRE技术本身和MRE在脑组织的应用方面,提高成像速率是当前提升MRE扫描效率的重要方向.McIlvain等人将MRE图像用可分离函数进行时空分解[73-75],并通过采集导航图像找到时间基,同时基于MRE图像的低秩特性,对在k空间欠采样的图像进行重建[76].他们所提出的OCILLATE方法可实现全脑2 mm各向同性像素MRE成像,总时间1 min 48 s.梅奥医学中心的Peng等人提出了使用梯度自旋回波层叠螺旋采样的方式开展3D全脑MRE[77]的构想.通过结合压缩感知方法的重建,以及基于结构像的去模糊算法,最总实现了5 min内全脑2 mm各向同性像素MRE成像.梅奥医学中心Sui等人则提出了一种类似螺旋桨成像的,基于SE-EPI的径向采集方式TURBINE-MRE[78].在k空间中,EPI的轨迹在径向方向旋转,从而对目标信号进行3D采集.运用这种方法可实现5 min内全脑1.6 mm各向同性像素MRE成像.上海交大Wang等人基于空间堆叠径向采集方式,将每次k空间记录的径向采样分配到周期波动的相位中以实现采集加速[19].利用波动图像在时域中的稀疏性,通过结合时间和空间域中的稀疏约束的压缩感知实现采样加速,最终在联合采集加速后将全脑MRE成像速度加速了20倍,从而实现了2 min全脑3 mm各向同性像素MRE成像,而传统的GRE-MRE成像则需要至少40 min.由于MRE记录的是周期波动位移,因此其时间和空间域的可压缩性有很大利用空间.同时,随着快速成像技术的发展,MRE的全脑3D成像速度还有许多可以继续提升的空间.

在一次采集中实现多种成像功能的多模态成像,是当前脑成像的研究热点之一.基于MRE的多模态脑成像,同样也是当前MRE成像技术发展的主要方向之一.斯坦福大学的Lan等人基于SE序列,将位移编码梯度与功能磁共振成像(functional MRI,fMRI)序列相结合,开发了fMRI/fMRE序列,实现了单次激发后两种模态的同时采集[79].其中幅值图呈现fMRI的信号,相位图呈现MRE的信号.美国伊利诺伊大学的Yin等人通过将扩散张量成像(diffusion tensor imaging,DTI)的扩散梯度和MRE中的位移编码梯度组合排列,实现了基于幅值图的扩散记录和基于幅角图的位移记录[80].由于MRE是基于氢原子空间相位积累的成像,只利用了所采集图像的幅角信息.因此,采集的幅值图像理论上可以通过前期设计集成其他功能成像的原理以实现多模态采集.可以预见,MRE成像将会与其他的脑成像方法相结合,提供更丰富的多模态信息.

无驱动器的脑组织MRE成像是采用人体自身的血流搏动所产生的微小脑组织位移开展的测量.基于非谐振的组织生物力学参量的反算,主要基于尾波的相关计算开展[81],通过对互不相干波动的混合相关分析开展组织的力学参量测量.脑组织的无驱动测量已有前期研究[82],但囿于MRE的成像时间,其能捕捉的波动难以达到很高时间分辨率.同时,脑组织内血流搏动产生的微小位移对MRE的采集信噪比提出了很高要求,而现阶段的MRE序列在信噪比方面难有较大提升.这些都限制了基于尾波的反演计算精度.但是,由于不需要额外的振动硬件,无驱动的脑组织MRE具有显著的临床应用价值,如以上技术问题得以解决将为未来MRE技术的普及提供更坚实的助力.

现有针对脑组织的MRE测量,主要都基于组织各向同性的假设[15,34,38,83].已有研究表明,人脑灰质显示出较好的各向同性力学特性[84],但是人脑白质本身具有显著的纤维方向,其力学特性在沿纤维方向和垂直纤维方向具有显著差异[84-86].虽然各向同性的本构假设可以满足脑肿瘤和脑积水等病变的研究[35,38,87],但是针对脑白质的研究如果依然采用各向同性本构假设则难以对其生物力学参数进行准确测量.美国伊利诺伊大学香槟分校的Gerischer等人通过MRE方法测量了剪切波动在前-后和左-右两个不同方向传播状态下脑白质的剪切模量,发现在不同传播方向下,脑白质的剪切模量相差可达33%[67].针对脑白质纤维加固的特征,采用横观各向同性模型进行建模是主要的方法.飞利浦研究实验室的Sinkus等人最早基于横观各向同性模型分析剪切波动的传播,并针对于乳腺生物力学参数的测量提出了相关参数的计算方法[88].美国海军研究所Romano等人利用DTI确定脑白质纤维方向后,结合Helmholtz分解将滤波后的波动位移用横观各向同性的一般方程进行逆向求解,并最终得到了模型所需的5个参数的计算结果[89].近年来,基于横观各向同性的组织模量反演算法已成为热点.美国达特茅斯学院的Mcgarry等人使用DTI获得神经纤维的方向后,通过建立轴向同性的脑组织模型和结合有限元反算的方法,取得了较好的反演效果[90].其团队近期还将横观各向同性的模型扩展到衰减参量中[91].欧洲的Fovargue等人和澳洲Babaei等人合作,也提出了基于横观各向同性的有限元反演算法[92].美国俄亥俄大学的Kalra等人通过对不同方向的波动开展空间和频率的滤波,并结合简化的各向异性波动方程,对各向异性的本构方程中弹性矩阵的各个元素开展求解[93].美国圣路易斯华盛顿大学的Hou等人利用神经网络对不可压缩三参数横观各向同性模型开展了反演[94].综上所述,基于脑组织的生理结构进一步提升MRE测量的脑组织生物力学参量的准确性,将成为MRE领域另一个研究热点.

3.2 临床应用

临床应用的操作便捷性和患者舒适性一直是磁共振新技术方法临床转化时的重要考虑因素.MRE需要使用额外的振动装置,因此在患者的扫描摆位、技术员的操作流程等方面相比常规扫描多了一些工序,一定程度上降低了操作的效率.因此,在无驱动器的MRE方面,一直有研究者期望通过其他参数指标来对组织的生物力学参量开展间接测量.法国的Le Bihan等人最早提出采用扩散成像的方法,对组织的模量开展间接计算的虚拟MRE方法(virtual MRE,vMRE)[95].此方法应用高低b值的扩散成像数据,通过计算对组织模量开展估计,并最早在肝脏开展了应用验证[96].在脑组织的应用方面,瑞典的Lagerstrand等人采用vMRE对垂体瘤开展了临床研究[97].

虽然现阶段除了肿瘤和退行性疾病外,MRE在脑疾病的临床应用中尚不多见.但在原理上,只要组织的力学特性参量与疾病的发生和进展相关联,即可应用MRE开展诊断与预后的探索.因此,MRE在脑疾病和脑科学中的应用具有广阔前景.

4 总结与展望

组织的生物力学特性与疾病的类型、进展和预后密切相关[98-100].MRE可以对脑组织生物力学特性,尤其是粘弹参量开展在体测量,为脑疾病的发生、发展和预后提供了新的手段.表征组织粘弹特性的物理量主要基于剪切硬度和复数剪切模量,各物理量之间存在相互转换关系.伴随临床应用的拓展,脑组织MRE成像技术方法也在不断演进.未来MRE技术的迭代发展将围绕快速成像、无驱动和针对脑组织结构的各向异性生物力学参量反演开展.现有脑组织MRE在脑疾病诊断中的应用主要集中于脑肿瘤和神经退行性疾病.随着脑疾病基础研究和MRE技术方法的不断发展[101,102],可以预见MRE在脑疾病中的应用将不断延伸和扩展.

利益冲突

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DOI:S0021-9290(16)30159-2      PMID:26920505      [本文引用: 1]

Mechanical anisotropy is an important property of fibrous tissues; for example, the anisotropic mechanical properties of brain white matter may play a key role in the mechanics of traumatic brain injury (TBI). The simplest anisotropic material model for small deformations of soft tissue is a nearly incompressible, transversely isotropic (ITI) material characterized by three parameters: minimum shear modulus (µ), shear anisotropy (ϕ=µ1µ-1) and tensile anisotropy (ζ=E1E2-1). These parameters can be determined using magnetic resonance elastography (MRE) to visualize shear waves, if the angle between the shear-wave propagation direction and fiber direction is known. Most MRE studies assume isotropic material models with a single shear (µ) or tensile (E) modulus. In this study, two types of shear waves, "fast" and "slow", were analyzed for a given propagation direction to estimate anisotropic parameters µ, ϕ, and ζ in two fibrous soft materials: turkey breast ex vivo and aligned fibrin gels. As expected, the speed of slow shear waves depended on the angle between fiber direction and propagation direction. Fast shear waves were observed when the deformations due to wave motion induced stretch in the fiber direction. Finally, MRE estimates of anisotropic mechanical properties in turkey breast were compared to estimates from direct mechanical tests.Copyright © 2016 Elsevier Ltd. All rights reserved.

HISCOX L V, JOHNSON C L, MCGARRY M D J, et al.

High-resolution magnetic resonance elastography reveals differences in subcortical gray matter viscoelasticity between young and healthy older adults

[J]. Neurobiol Aging, 2018, 65: 158-167.

DOI:S0197-4580(18)30018-6      PMID:29494862      [本文引用: 2]

Volumetric structural magnetic resonance imaging (MRI) is commonly used to determine the extent of neuronal loss in aging, indicated by cerebral atrophy. The brain, however, exhibits other biophysical characteristics such as mechanical properties, which can be quantified with magnetic resonance elastography (MRE). MRE is an emerging noninvasive imaging technique for measuring viscoelastic tissue properties, proven to be sensitive metrics of neural tissue integrity, as described by shear stiffness, μ and damping ratio, ξ parameters. The study objective was to evaluate global and regional MRE parameter differences between young (19-30 years, n = 12) and healthy older adults (66-73 years, n = 12) and to assess whether MRE measures provide additive value over volumetric magnetic resonance imaging measurements. We investigated the viscoelasticity of the global cerebrum and 6 regions of interest (ROIs) including the amygdala, hippocampus, caudate, pallidum, putamen, and thalamus. In older adults, we found a decrease in μ in all ROIs, except for the hippocampus, indicating widespread brain softening; an effect that remained significant after controlling for ROI volume. In contrast, the relative viscous-to-elastic behavior of the brain ξ did not differ between age groups, suggesting a preservation of the organization of the tissue microstructure. These data support the use of MRE as a novel imaging biomarker for characterizing age-related differences to neural tissue not captured by volumetric imaging alone.Copyright © 2018 The Author(s). Published by Elsevier Inc. All rights reserved.

MCGARRY M D J, VAN HOUTEN E E W.

Use of a Rayleigh damping model in elastography

[J]. Med Biol Eng Comput, 2008, 46(8): 759-766.

DOI:10.1007/s11517-008-0356-5      PMID:18521645      [本文引用: 1]

A Rayleigh damping model applied to magnetic resonance elastography incorporates attenuation behavior proportionally related to both elastic and inertial forces, and allows two damping parameters to be extracted from an MRI motion dataset. Under time-harmonic conditions, the model can be implemented by the use of complex shear modulus and density, whereas viscoelastic damping models commonly used in elastography consist of only a complex shear modulus, and model only a single damping effect. Simulation studies reveal that the differences between damped elastic behavior resulting from a purely complex shear modulus (CSM damping) and from a purely complex density (CD damping) become larger as the overall level of damping present (indicated by the damping ratio) increases. A plot of results generated from the finite element (FE) model indicate the relative motion differences estimated for a range of damping ratios and CSM/CD damping combinations increase with damping ratio, and can be up to 15% at a damping ratio of 50% and therefore using the correct model for a Rayleigh damped material becomes increasingly important as damping levels increase. Resonance-related effects cause values from this plot to vary by as much as 3% as parameters such as wave speed, frequency, and problem size are altered. These motion differences can be compared to expected noise levels to estimate the parameter resolution achievable by a reconstruction algorithm. An optimization-based global property reconstruction algorithm was developed, and used for testing Rayleigh damping parameter reconstructions with gaussian noise added to the simulated motion input data. The coherent motion errors resulting from altering the combination of the two damping parameters are large enough to allow accurate determination of both of the Rayleigh damping parameters with incoherent noise levels comparable to MR measurements. The accuracy achieved by the global reconstructions was significantly better than would be predicted by examining the motion differences for differing CSM/CD damping combinations, which is likely to be due to the low ratio between number of reconstructed parameters and number of noisy measurements.

SCOTT J M, PAVULURI K, TRZASKO J D, et al.

Impact of material homogeneity assumption on cortical stiffness estimates by MR elastography

[J]. Magn Reson Med, 2022, 88(2): 916-929.

DOI:10.1002/mrm.29226      PMID:35381121      [本文引用: 1]

Inversion algorithms used to convert acquired MR elastography wave data into material property estimates often assume that the underlying materials are locally homogeneous. Here we evaluate the impact of that assumption on stiffness estimates in gray-matter regions of interest in brain MR elastography.We describe an updated neural network inversion framework using finite-difference model-derived data to train convolutional neural network inversion algorithms. Neural network inversions trained on homogeneous simulations (homogeneous learned inversions [HLIs]) or inhomogeneous simulations (inhomogeneous learned inversions [ILIs]) are generated with a variety of kernel sizes. These inversions are evaluated in a brain MR elastography simulation experiment and in vivo in a test-retest repeatability experiment including 10 healthy volunteers.In simulation and in vivo, HLI and ILI with small kernels produce similar results. As kernel size increases, the assumption of homogeneity has a larger effect, and HLI and ILI stiffness estimates show larger differences. At each inversion's optimal kernel size in simulation (7 × 7 × 7 for HLI, 11 × 11 × 11 for ILI), ILI is more sensitive to true changes in stiffness in gray-matter regions of interest in simulation. In vivo, there is no difference in the region-level repeatability of stiffness estimates between the inversions, although ILI appears to better maintain the stiffness map structure as kernel size increases, while decreasing the spatial variance in stiffness estimates.This study suggests that inhomogeneous inversions provide small but significant benefits even when large stiffness gradients are absent.© 2022 International Society for Magnetic Resonance in Medicine.

QIU S, HE Z, WANG R, et al.

An electromagnetic actuator for brain magnetic resonance elastography with high frequency accuracy

[J]. NMR Biomed, 2021, 34(12): e4592.

[本文引用: 3]

STREITBERGER K-J, LILAJ L, SCHRANK F, et al.

How tissue fluidity influences brain tumor progression

[J]. Proc Natl Acad Sci, 2020, 117(1): 128-134.

[本文引用: 2]

YEUNG J, JUGÉ L, HATT A, et al.

Paediatric brain tissue properties measured with magnetic resonance elastography

[J]. Biomech Model Mechanobiol, 2019, 18(5): 1497-1505.

[本文引用: 1]

SVENSSON S F, DE ARCOS J, DARWISH O I, et al.

Robustness of MR elastography in the healthy brain: repeatability, reliability, and effect of different reconstruction methods

[J]. J Magn Reson Imaging, 2021, 53(5): 1510-1521.

DOI:10.1002/jmri.27475      PMID:33403750      [本文引用: 1]

Changes in brain stiffness can be an important biomarker for neurological disease. Magnetic resonance elastography (MRE) quantifies tissue stiffness, but the results vary between acquisition and reconstruction methods.To measure MRE repeatability and estimate the effect of different reconstruction methods and varying data quality on estimated brain stiffness.Prospective.Fifteen healthy subjects.3T MRI, gradient-echo elastography sequence with a 50 Hz vibration frequency.Imaging was performed twice in each subject. Images were reconstructed using a curl-based and a finite-element-model (FEM)-based method. Stiffness was measured in the whole brain, in white matter, and in four cortical and four deep gray matter regions. Repeatability coefficients (RC), intraclass correlation coefficients (ICC), and coefficients of variation (CV) were calculated. MRE data quality was quantified by the ratio between shear waves and compressional waves.Median values with range are presented. Reconstruction methods were compared using paired Wilcoxon signed-rank tests, and Spearman's rank correlation was calculated between MRE data quality and stiffness. Holm-Bonferroni corrections were employed to adjust for multiple comparisons.In the whole brain, CV was 4.3% and 3.8% for the curl and the FEM reconstruction, respectively, with 4.0-12.8% for subregions. Whole-brain ICC was 0.60-0.74, ranging from 0.20 to 0.89 in different regions. RC for the whole brain was 0.14 kPa and 0.17 kPa for the curl and FEM methods, respectively. FEM reconstruction resulted in 39% higher stiffness than the curl reconstruction (P < 0.05). MRE data quality, defined as shear-compression wave ratio, was higher in peripheral regions than in central regions of the brain (P < 0.05). No significant correlations were observed between MRE data quality and stiffness estimates.MRE of the human brain is a robust technique in terms of repeatability. Caution is warranted when comparing stiffness values obtained with different techniques.1 TECHNICAL EFFICACY STAGE: 1.© 2021 The Authors. Journal of Magnetic Resonance Imaging published by Wiley Periodicals LLC. on behalf of International Society for Magnetic Resonance in Medicine.

YIN Z, LU X, COHEN COHEN S, et al.

A new method for quantification and 3D visualization of brain tumor adhesion using slip interface imaging in patients with meningiomas

[J]. Eur Radiol, 2021, 31:5554-5564.

DOI:10.1007/s00330-021-07918-6      PMID:33852045      [本文引用: 3]

To develop an objective quantitative method to characterize and visualize meningioma-brain adhesion using MR elastography (MRE)-based slip interface imaging (SII).This retrospective study included 47 meningiomas (training dataset: n = 35; testing dataset: n = 12) with MRE/SII examinations. Normalized octahedral shear strain (NOSS) values were calculated from the acquired MRE displacement data. The change in NOSS at the tumor boundary (ΔNOSS) was computed, from which a 3D ΔNOSS map of the tumor surface was created and the probability distribution of ΔNOSS over the entire tumor surface was calculated. Statistical features were calculated from the probability histogram. After eliminating highly correlated features, the capability of the remaining feature for tumor adhesion classification was assessed using a one-way ANOVA and ROC analysis.The magnitude and location of the tumor adhesion can be visualized by the reconstructed 3D ΔNOSS surface map. The entropy of the ΔNOSS histogram was significantly different between adherent tumors and partially/completely non-adherent tumors in both the training (AUC: 0.971) and testing datasets (AUC: 0.900). Based on the cutoff values obtained from the training set, the ΔNOSS entropy in the testing dataset yielded an accuracy of 0.83 for distinguishing adherent versus partially/non-adherent tumors, and 0.67 for distinguishing non-adherent versus completely/partially adherent tumors.SII-derived ΔNOSS values are useful for quantification and classification of meningioma-brain adhesion. The reconstructed 3D ΔNOSS surface map presents the state and location of tumor adhesion in a "clinician-friendly" manner, and can identify meningiomas with a high risk of adhesion to adjacent brain parenchyma.• MR elastography (MRE)-based slip interface imaging shows promise as an objective tool to preoperatively discriminate meningiomas with a high risk of intraoperative adhesion. • Measurement of the change of shear strain at meningioma boundaries can provide quantitative metrics depicting the state of adhesion at the tumor-brain interface. • The surface map of tumor adhesion shows promise in assisting precise adhesion localization, using a comprehensible, "clinician-friendly" 3D visualization.

MURPHY M C, HUSTON III J, JACK JR C R, et al.

Decreased brain stiffness in Alzheimer's disease determined by magnetic resonance elastography

[J]. J Magn Reson Imaging, 2011, 34(3): 494-498.

DOI:10.1002/jmri.22707      PMID:21751286      [本文引用: 1]

To test patient acceptance and reproducibility of the 3D magnetic resonance elastography (MRE) brain exam using a soft vibration source, and to determine if MRE could noninvasively measure a change in the elastic properties of the brain parenchyma due to Alzheimer's disease (AD).MRE exams were performed using an accelerated spin-echo echo planar imaging (EPI) pulse sequence and stiffness was calculated with a 3D direct inversion algorithm. Reproducibility of the technique was assessed in 10 male volunteers, who each underwent four MRE exams separated into two imaging sessions. The effect of AD on brain stiffness was assessed in 28 volunteers, 7 with probable AD, 14 age- and gender-matched PIB-negative (Pittsburgh Compound B, a PET amyloid imaging ligand) cognitively normal controls (CN-), and 7 age- and gender-matched PIB-positive cognitively normal controls (CN+).The median stiffness of the 10 volunteers was 3.07 kPa with a range of 0.40 kPa. The median and maximum coefficients of variation for these volunteers were 1.71% and 3.07%. The median stiffness of the 14 CN- subjects was 2.37 kPa (0.44 kPa range) compared to 2.32 kPa (0.49 kPa range) within the CN+ group and 2.20 kPa (0.33 kPa range) within the AD group. A significant difference was found between the three groups (P = 0.0055, Kruskal-Wallis one-way analysis of variance). Both the CN+ and CN- groups were significantly different from the AD group.3D MRE of the brain can be performed reproducibly and demonstrates significantly reduced brain tissue stiffness in patients with AD.Copyright © 2011 Wiley-Liss, Inc.

SACK I, BEIERBACH B, HAMHABER U, et al.

Non-invasive measurement of brain viscoelasticity using magnetic resonance elastography

[J]. NMR Biomed, 2008, 21(3): 265-271.

DOI:10.1002/nbm.1189      PMID:17614101      [本文引用: 1]

The purpose of this work was to develop magnetic resonance elastography (MRE) for the fast and reproducible measurement of spatially averaged viscoelastic constants of living human brain. The technique was based on a phase-sensitive echo planar imaging acquisition. Motion encoding was orthogonal to the image plane and synchronized to intracranial shear vibrations at driving frequencies of 25 and 50 Hz induced by a head-rocker actuator. Ten time-resolved phase-difference wave images were recorded within 60 s and analyzed for shear stiffness and shear viscosity. Six healthy volunteers (six men; mean age 34.5 years; age range 25-44 years) underwent 23-39 follow-up MRE studies over a period of 6 months. Interindividual mean +/- SD shear moduli and shear viscosities were found to be 1.17 +/- 0.03 kPa and 3.1 +/- 0.4 Pas for 25 Hz and 1.56 +/- 0.07 kPa and 3.4 +/- 0.2 Pas for 50 Hz, respectively (P < or = 0.01). The intraindividual range of shear modulus data was 1.01-1.31 kPa (25 Hz) and 1.33-1.77 kPa (50 Hz). The observed modulus dispersion indicates a limited applicability of Voigt's model to explain viscoelastic behavior of brain parenchyma within the applied frequency range. The narrow distribution of data within small confidence intervals demonstrates excellent reproducibility of the experimental protocol. The results are necessary as reference data for future comparisons between healthy and pathological human brain viscoelastic data.Copyright (c) 2007 John Wiley & Sons, Ltd.

FEHLNER A, PAPAZOGLOU S, MCGARRY M D, et al.

Cerebral multifrequency MR elastography by remote excitation of intracranial shear waves

[J]. NMR Biomed, 2015, 28(11): 1426-1432.

DOI:10.1002/nbm.3388      PMID:26373228      [本文引用: 1]

The aim of this study was to introduce remote wave excitation for high-resolution cerebral multifrequency MR elastography (mMRE). mMRE of 25-45-Hz drive frequencies by head rocker stimulation was compared with mMRE by remote wave excitation based on a thorax mat in 12 healthy volunteers. Maps of the magnitude |G*| and phase φ of the complex shear modulus were reconstructed using multifrequency dual elasto-visco (MDEV) inversion. After the scan, the subjects and three operators assessed the comfort and convenience of cerebral mMRE using two methods of stimulating the brain. Images were acquired in a coronal view in order to identify anatomical regions along the spinothalamic pathway. In mMRE by remote actuation, all subjects and operators appreciated an increased comfort and simplified procedural set-up. The resulting strain amplitudes in the brain were sufficiently large to analyze using MDEV inversion, and yielded high-resolution viscoelasticity maps which revealed specific anatomical details of brain mechanical properties: |G*| was lowest in the pons (0.97 ± 0.08 kPa) and decreased within the corticospinal tract in the caudal-cranial direction from the crus cerebri (1.64 ± 0.26 kPa) to the capsula interna (1.29 ± 0.14 kPa). By avoiding onerous mechanical stimulation of the head, remote excitation of intracranial shear waves can be used to measure viscoelastic parameters of the brain with high spatial resolution. Therewith, the new mMRE method is suitable for neuroradiological examinations in the clinic.Copyright © 2015 John Wiley & Sons, Ltd.

HISCOX L V, JOHNSON C L, BARNHILL E, et al.

Magnetic resonance elastography (MRE) of the human brain: technique, findings and clinical applications

[J]. Phys Med Biol, 2016, 61(24): R401-R437.

[本文引用: 2]

FENG Y, MURPHY M C, HOJO E, et al.

Magnetic resonance elastography in the study of neurodegenerative diseases

[J]. J Magn Reson Imaging, 2024, 59: 82-96.

[本文引用: 1]

JOHNSON C L, MCGARRY M D J, GHARIBANS A A, et al.

Local mechanical properties of white matter structures in the human brain

[J]. NeuroImage, 2013, 79: 145-152.

DOI:10.1016/j.neuroimage.2013.04.089      PMID:23644001      [本文引用: 1]

The noninvasive measurement of the mechanical properties of brain tissue using magnetic resonance elastography (MRE) has emerged as a promising method for investigating neurological disorders. To date, brain MRE investigations have been limited to reporting global mechanical properties, though quantification of the stiffness of specific structures in the white matter architecture may be valuable in assessing the localized effects of disease. This paper reports the mechanical properties of the corpus callosum and corona radiata measured in healthy volunteers using MRE and atlas-based segmentation. Both structures were found to be significantly stiffer than overall white matter, with the corpus callosum exhibiting greater stiffness and less viscous damping than the corona radiata. Reliability of both local and global measures was assessed through repeated experiments, and the coefficient of variation for each measure was less than 10%. Mechanical properties within the corpus callosum and corona radiata demonstrated correlations with measures from diffusion tensor imaging pertaining to axonal microstructure.Copyright © 2013 Elsevier Inc. All rights reserved.

LV H, KURT M, ZENG N, et al.

MR elastography frequency-dependent and independent parameters demonstrate accelerated decrease of brain stiffness in elder subjects

[J]. Eur Radiol, 2020, 30(12): 6614-6623.

[本文引用: 2]

XU L, LIN Y, HAN J C, et al.

Magnetic resonance elastography of brain tumors: Preliminary results

[J]. Acta Radiol, 2007, 48(3): 327-330.

PMID:17453505      [本文引用: 2]

To investigate the potential value of magnetic resonance elastography (MRE) in evaluating the consistency of brain tumors.Six patients with known solid brain tumor underwent brain MRE studies. Consistency of brain tumors was evaluated at surgery. Correspondence of MRE evaluation with operative result was studied.The elasticity of tumors in six patients evaluated by MRE agreed with the tumor consistency given by the operative results.MRE could be used as an imaging technique for noninvasive assessment of the consistency of brain tumor in vivo.

MURPHY M C, HUSTON J, GLASER K J, et al.

Preoperative assessment of meningioma stiffness using magnetic resonance elastography

[J]. J Neurosurg, 2013, 118(3): 643-648.

DOI:10.3171/2012.9.JNS12519      PMID:23082888      [本文引用: 2]

The object of this study was to determine the potential of magnetic resonance elastography (MRE) to preoperatively assess the stiffness of meningiomas.Thirteen patients with meningiomas underwent 3D brain MRE examination to measure stiffness in the tumor as well as in surrounding brain tissue. Blinded to the MRE results, neurosurgeons made a qualitative assessment of tumor stiffness at the time of resection. The ability of MRE to predict the surgical assessment of stiffness was tested using a Spearman rank correlation.One case was excluded due to a small tumor size. In the remaining 12 cases, both tumor stiffness alone (p = 0.023) and the ratio of tumor stiffness to surrounding brain tissue stiffness (p = 0.0032) significantly correlated with the surgeons' qualitative assessment of tumor stiffness. Results of the MRE examination provided a stronger correlation with the surgical assessment of stiffness compared with traditional T1- and T2-weighted imaging (p = 0.089), particularly when considering meningiomas of intermediate stiffness.In this cohort, preoperative MRE predicted tumor consistency at the time of surgery. Tumor stiffness as measured using MRE outperformed conventional MRI because tumor appearance on T1- and T2-weighted images could only accurately predict the softest and hardest meningiomas.

SIMON M, GUO J, PAPAZOGLOU S, et al.

Non-invasive characterization of intracranial tumors by magnetic resonance elastography

[J]. New J Phys, 2013, 15: 085024.

[本文引用: 3]

HUGHES J D, FATTAHI N, VAN GOMPEL J, et al.

Higher-resolution magnetic resonance elastography in meningiomas to determine intratumoral consistency

[J]. Neurosurgery, 2015, 77(4): 653-659.

DOI:10.1227/NEU.0000000000000892      PMID:26197204      [本文引用: 2]

Magnetic resonance elastography (MRE) analyzes shear wave movement through tissue to determine stiffness. In a prior study, measurements with first-generation brain MRE techniques correlated with intraoperative observations of overall meningioma stiffness.To evaluate the diagnostic accuracy of a higher-resolution MRE technique to preoperatively detect intratumoral variations compared with surgeon assessment.Fifteen meningiomas in 14 patients underwent MRE. Tumors with regions of distinctly different stiffness were considered heterogeneous. Intratumoral portions were considered hard if there was a significant area ≥6 kPa. A 5-point scale graded intraoperative consistency. A durometer semiquantitatively measured surgical specimen hardness. Statistics included χ, sensitivity, specificity, positive and negative predicative values, and Spearman rank correlation coefficient.For MRE and surgery, 9 (60%) and 7 (47%) tumors were homogeneous, 6 (40%) and 8 (53%) tumors were heterogeneous, 6 (40%) and 10 (67%) tumors had hard portions, and 14 (93%) and 12 (80%) tumors had soft portions, respectively. MRE sensitivity, specificity, and positive and negative predictive values were as follows: for heterogeneity, 75%, 100%, 100%, and 87%; for hardness, 60%, 100%, 100%, and 56%; and for softness, 100%, 33%, 86%, and 100%. Overall, 10 tumors (67%) matched well with MRE and intraoperative consistency and correlated between intraoperative observations (P =.02) and durometer readings (P =.03). Tumor size ≤3.5 cm or vascular tumors were more likely to be inconsistent (P <.05).MRE was excellent at ruling in heterogeneity with hard portions but less effective in ruling out heterogeneity and hard portions, particularly in tumors more vascular or <3.5 cm. MRE is the first technology capable of prospectively evaluating intratumoral stiffness and, with further refinement, will likely prove useful in preoperative planning.

HUGHES J D, FATTAHI N, VAN GOMPEL J, et al.

Magnetic resonance elastography detects tumoral consistency in pituitary macroadenomas

[J]. Pituitary, 2016, 19(3): 286-292.

DOI:10.1007/s11102-016-0706-5      PMID:26782836      [本文引用: 2]

Most pituitary macroadenomas (PMA) are soft and suckable allowing transsphenoidal resection. A small percentage of PMA are firm, which significantly alters the time, technical difficulty, and effectiveness of transsphenoidal surgery. No current imaging technology can reliably assess PMA viscoelastic consistency in preparation for surgery. Magnetic resonance elastography (MRE) is an MRI-based technique that measures the propagation of mechanically induced shear waves through tissue to calculate stiffness. We prospectively evaluated MRE in 10 patients undergoing transsphenoidal resection of PMA to determine feasibility and potential usefulness.10 patients with PMA > 2.0 cm in maximum diameter were prospectively imaged with MRE prior to transsphenoidal surgery. Mean patient age was 59.5 ± 16.2 (22-78) years. Five were female and five male. MRE was performed with a modified single-shot spin-echo echo-planar-imaging pulse sequence on a 3T MRI. MRE values were independently calculated. The surgeon, blinded to the MRE results, graded tumor consistency at surgery as soft, intermediate, or firm. Chi-squared test compared surgical grading and MRE stiffness values.MRE was accomplished in all patients with excellent resolution. By surgical categorization, six tumors were soft and four intermediate. The mean MRE value for soft tumors was 1.38 ± 0.36 (1.08-1.87) kPa, while for intermediate tumors it was 1.94 ± 0.26 (1.72-2.32) kPa (p = 0.020).Determination of PMA stiffness is feasible with MRE. There was a statistically significant difference in MRE values between soft and intermediate PMAs. Further study in a larger series is ongoing to determine whether MRE will prove useful in preoperative planning for PMA.

PEPIN K M, MCGEE K P, ARANI A, et al.

MR elastography analysis of glioma stiffness and IDH1-mutation status

[J]. Am J Neuroradiol, 2018, 39(1): 31-36.

[本文引用: 2]

COHEN-COHEN S, HELAL A, YIN Z, et al.

Predicting pituitary adenoma consistency with preoperative magnetic resonance elastography

[J]. J Neurosurg, 2022, 136(5): 1356-1363.

[本文引用: 2]

SAKAI N, TAKEHARA Y, YAMASHITA S, et al.

Shear stiffness of 4 common intracranial tumors measured using MR elastography: comparison with intraoperative consistency grading

[J]. Am J Neuroradiol, 2016, 37(10): 1851-1859.

DOI:10.3174/ajnr.A4832      PMID:27339950      [本文引用: 2]

The stiffness of intracranial tumors affects the outcome of tumor removal. We evaluated the stiffness of 4 common intracranial tumors by using MR elastography and tested whether MR elastography had the potential to discriminate firm tumors preoperatively.Thirty-four patients with meningiomas, pituitary adenomas, vestibular schwannomas, and gliomas scheduled for resection were recruited for MR elastography. On the elastogram, the mean and the maximum shear stiffnesses were measured by placing an ROI on the tumor. Blinded to the MR elastography findings, surgeons conducted qualitative intraoperative assessment of tumor consistency by using a 5-point scale. Histopathologic diagnosis was confirmed by using the resected specimens. The mean and maximum shear stiffnesses were compared with histopathologic subtypes, and the intraoperative tumor consistency was graded by the surgeons.The mean and maximum shear stiffnesses were the following: 1.9 ± 0.8 kPa and 3.4 ± 1.5 kPa for meningiomas, 1.2 ± 0.3 kPa and 1.8 ± 0.5 kPa for pituitary adenomas, 2.0 ± 0.4 kPa and 2.7 ± 0.8 kPa for vestibular schwannomas, and 1.5 ± 0.2 kPa and 2.7 ± 0.8 kPa for gliomas. The mean and maximum shear stiffnesses for meningiomas were higher than those of pituitary adenomas (<.05). The mean and maximum shear stiffnesses were significantly correlated with the surgeon's qualitative assessment of tumor consistency (<.05). The maximum shear stiffness for 5 firm tumors was higher than that of nonfirm tumors (<.05).MR elastography could evaluate intracranial tumors on the basis of their physical property of shear stiffness. MR elastography may be useful in discriminating firm tumors preoperatively.© 2016 by American Journal of Neuroradiology.

TAKAMURA T, MOTOSUGI U, OGIWARA M, et al.

Relationship between shear stiffness measured by MR elastography and perfusion metrics measured by perfusion CT of meningiomas

[J]. Am J Neuroradiol, 2021, 42(7): 1216-1222.

DOI:10.3174/ajnr.A7117      PMID:33985944      [本文引用: 2]

When managing meningiomas, intraoperative tumor consistency and histologic subtype are indispensable factors influencing operative strategy. The purposes of this study were the following: 1) to investigate the correlation between stiffness assessed with MR elastography and perfusion metrics from perfusion CT, 2) to evaluate whether MR elastography and perfusion CT could predict intraoperative tumor consistency, and 3) to explore the predictive value of stiffness and perfusion metrics in distinguishing among histologic subtypes of meningioma.Mean tumor stiffness and relative perfusion metrics (blood flow, blood volume, and MTT) were calculated (relative to normal brain tissue) for 14 patients with meningiomas who underwent MR elastography and perfusion CT before surgery (cohort 1). Intraoperative tumor consistency was graded by a neurosurgeon in 18 patients (cohort 2, comprising the 14 patients from cohort 1 plus 4 additional patients). The correlation between tumor stiffness and perfusion metrics was evaluated in cohort 1, as was the ability of perfusion metrics to predict intraoperative tumor consistency and discriminate histologic subtypes. Cohort 2 was analyzed for the ability of stiffness to determine intraoperative tumor consistency and histologic subtypes.The relative MTT was inversely correlated with stiffness ( =.006). Tumor stiffness was positively correlated with intraoperative tumor consistency ( =.01), while perfusion metrics were not. Relative MTT significantly discriminated transitional meningioma from meningothelial meningioma ( =.04), while stiffness did not significantly differentiate any histologic subtypes.In meningioma, tumor stiffness may be useful to predict intraoperative tumor consistency, while relative MTT may potentially correlate with tumor stiffness and differentiate transitional meningioma from meningothelial meningioma.© 2021 by American Journal of Neuroradiology.

SHI Y, HUO Y, PAN C, et al.

Use of magnetic resonance elastography to gauge meningioma intratumoral consistency and histotype

[J]. Neuroimage Clin, 2022, 36: 103173.

[本文引用: 2]

STREITBERGER K J, REISS-ZIMMERMANN M, FREIMANN F B, et al.

High-resolution mechanical imaging of glioblastoma by multifrequency magnetic resonance elastography

[J]. PLoS One, 2014, 9(10): e110588.

[本文引用: 2]

REISS-ZIMMERMANN M, STREITBERGER K J, SACK I, et al.

High resolution imaging of viscoelastic properties of intracranial tumours by multi-frequency magnetic resonance elastography

[J]. Clin Neuroradiol, 2015, 25(4): 371-378.

[本文引用: 2]

SAUER F, FRITSCH A, GROSSER S, et al.

Whole tissue and single cell mechanics are correlated in human brain tumors

[J]. Soft Matter, 2021, 17(47): 10744-10752.

DOI:10.1039/d1sm01291f      PMID:34787626      [本文引用: 2]

Biomechanical changes are critical for cancer progression. However, the relationship between the rheology of single cells measured ex-vivo and the living tumor is not yet understood. Here, we combined single-cell rheology of cells isolated from primary tumors with bulk tumor rheology in patients with brain tumors. Eight brain tumors (3 glioblastoma, 3 meningioma, 1 astrocytoma, 1 metastasis) were investigated by magnetic resonance elastography (MRE), and after surgery by the optical stretcher (OS). MRE was performed in a 3-Tesla clinical MRI scanner and magnitude modulus ||, loss angle, storage modulus ', and loss modulus '' were derived. OS experiments measured cellular creep deformation in response to laser-induced step stresses. We used a Kelvin-Voigt model to deduce two parameters related to cellular stiffness () and cellular viscosity () from OS measurements in a time regimen that overlaps with that of MRE. We found that single-cell was correlated with || ( = 0.962, < 0.001) and ( = 0.883, = 0.004) but not of the bulk tissue. These results suggest that single-cell stiffness affects tissue viscosity in brain tumors. The observation that viscosity parameters of individual cells and bulk tissue were not correlated suggests that collective mechanical interactions ( emergent effects or cellular unjamming) of many cancer cells, which depend on cellular stiffness, influence the mechanical dissipation behavior of the bulk tissue. Our results are important to understand the emergent rheology of active multiscale compound materials such as brain tumors and its role in disease progression.

FLøGSTAD SVENSSON S, FUSTER-GARCIA E, LATYSHEVA A, et al.

Decreased tissue stiffness in glioblastoma by MR elastography is associated with increased cerebral blood flow

[J]. Eur J Radiol, 2022, 147: 110136.

[本文引用: 2]

SACK I, BEIERBACH B, WUERFEL J, et al.

The impact of aging and gender on brain viscoelasticity

[J]. NeuroImage, 2009, 46(3): 652-657.

DOI:10.1016/j.neuroimage.2009.02.040      PMID:19281851      [本文引用: 1]

Viscoelasticity is a sensitive measure of the microstructural constitution of soft biological tissue and is increasingly used as a diagnostic marker, e.g. in staging liver fibrosis or characterizing breast tumors. In this study, multifrequency magnetic resonance elastography was used to investigate the in vivo viscoelasticity of healthy human brain in 55 volunteers (23 females) ranging in age from 18 to 88 years. The application of four vibration frequencies in an acoustic range from 25 to 62.5 Hz revealed for the first time how physiological aging changes the global viscosity and elasticity of the brain. Using the rheological springpot model, viscosity and elasticity are combined in a parameter mu that describes the solid-fluid behavior of the tissue and a parameter alpha related to the tissue's microstructure. It is shown that the healthy adult brain undergoes steady parenchymal 'liquefaction' characterized by a continuous decline in mu of 0.8% per year (P<0.001), whereas alpha remains unchanged. Furthermore, significant sex differences were found with female brains being on average 9% more solid-like than their male counterparts rendering women more than a decade 'younger' than men with respect to brain mechanics (P=0.016). These results set the background for using cerebral multifrequency elastography in diagnosing subtle neurodegenerative processes not detectable by other diagnostic methods.

ARANI A, MURPHY M C, GLASER K J, et al.

Measuring the effects of aging and sex on regional brain stiffness with MR elastography in healthy older adults

[J]. NeuroImage, 2015, 111: 59-64.

DOI:10.1016/j.neuroimage.2015.02.016      PMID:25698157      [本文引用: 1]

Changes in tissue composition and cellular architecture have been associated with neurological disease, and these in turn can affect biomechanical properties. Natural biological factors such as aging and an individual's sex also affect underlying tissue biomechanics in different brain regions. Understanding the normal changes is necessary before determining the efficacy of stiffness imaging for neurological disease diagnosis and therapy monitoring. The objective of this study was to evaluate global and regional changes in brain stiffness as a function of age and sex, using improved MRE acquisition and processing that have been shown to provide median stiffness values that are typically reproducible to within 1% in global measurements and within 2% for regional measurements. Furthermore, this is the first study to report the effects of age and sex over the entire cerebrum volume and over the full frontal, occipital, parietal, temporal, deep gray matter/white matter (insula, deep gray nuclei and white matter tracts), and cerebellum volumes. In 45 volunteers, we observed a significant linear correlation between age and brain stiffness in the cerebrum (P<.0001), frontal lobes (P<.0001), occipital lobes (P=.0005), parietal lobes (P=.0002), and the temporal lobes (P<.0001) of the brain. No significant linear correlation between brain stiffness and age was observed in the cerebellum (P=.74), and the sensory-motor regions (P=.32) of the brain, and a weak linear trend was observed in the deep gray matter/white matter (P=.075). A multiple linear regression model predicted an annual decline of 0.011 ± 0.002 kPa in cerebrum stiffness with a theoretical median age value (76 years old) of 2.56 ± 0.08 kPa. Sexual dimorphism was observed in the temporal (P=.03) and occipital (P=.001) lobes of the brain, but no significant difference was observed in any of the other brain regions (P>.20 for all other regions). The model predicted female occipital and temporal lobes to be 0.23 kPa and 0.09 kPa stiffer than males of the same age, respectively. This study confirms that as the brain ages, there is softening; however, the changes are dependent on region. In addition, stiffness effects due to sex exist in the occipital and temporal lobes.Copyright © 2015 The Authors. Published by Elsevier Inc. All rights reserved.

DELGORIO P L, HISCOX L V, DAUGHERTY A M, et al.

Effect of aging on the viscoelastic properties of hippocampal subfields assessed with high-resolution MR elastography

[J]. Cerebral Cortex, 2021, 31(6): 2799-2811.

[本文引用: 1]

DELGORIO P L, HISCOX L V, MCILVAIN G, et al.

Hippocampal subfield viscoelasticity in amnestic mild cognitive impairment evaluated with MR elastography

[J]. Neuroimage Clin, 2023, 37: 103327.

[本文引用: 3]

MURPHY M C, HUSTON J, JACK C R, et al.

Decreased brain stiffness in Alzheimer's disease determined by magnetic resonance elastography

[J]. J Magn Reson Imaging, 2011, 34(3): 494-498.

DOI:10.1002/jmri.22707      PMID:21751286      [本文引用: 2]

To test patient acceptance and reproducibility of the 3D magnetic resonance elastography (MRE) brain exam using a soft vibration source, and to determine if MRE could noninvasively measure a change in the elastic properties of the brain parenchyma due to Alzheimer's disease (AD).MRE exams were performed using an accelerated spin-echo echo planar imaging (EPI) pulse sequence and stiffness was calculated with a 3D direct inversion algorithm. Reproducibility of the technique was assessed in 10 male volunteers, who each underwent four MRE exams separated into two imaging sessions. The effect of AD on brain stiffness was assessed in 28 volunteers, 7 with probable AD, 14 age- and gender-matched PIB-negative (Pittsburgh Compound B, a PET amyloid imaging ligand) cognitively normal controls (CN-), and 7 age- and gender-matched PIB-positive cognitively normal controls (CN+).The median stiffness of the 10 volunteers was 3.07 kPa with a range of 0.40 kPa. The median and maximum coefficients of variation for these volunteers were 1.71% and 3.07%. The median stiffness of the 14 CN- subjects was 2.37 kPa (0.44 kPa range) compared to 2.32 kPa (0.49 kPa range) within the CN+ group and 2.20 kPa (0.33 kPa range) within the AD group. A significant difference was found between the three groups (P = 0.0055, Kruskal-Wallis one-way analysis of variance). Both the CN+ and CN- groups were significantly different from the AD group.3D MRE of the brain can be performed reproducibly and demonstrates significantly reduced brain tissue stiffness in patients with AD.Copyright © 2011 Wiley-Liss, Inc.

MURPHY M C, JONES D T, JACK C R, et al.

Regional brain stiffness changes across the Alzheimer's disease spectrum

[J]. Neuroimage Clin, 2016, 10: 283-290.

[本文引用: 2]

PAVULURI K, SCOTT J M, HUSTON J, et al.

Differential effect of dementia etiology on cortical stiffness as assessed by MR elastography

[J]. Neuroimage Clin, 2023, 37: 103328.

[本文引用: 3]

GERISCHER L M, FEHLNER A, KÖBE T, et al.

Combining viscoelasticity, diffusivity and volume of the hippocampus for the diagnosis of Alzheimer’s disease based on magnetic resonance imaging

[J]. Neuroimage Clin, 2018, 18: 485-493.

[本文引用: 3]

HISCOX L V, JOHNSON C L, MCGARRY M D J, et al.

Mechanical property alterations across the cerebral cortex due to Alzheimer’s disease

[J]. Brain Communications, 2020, 2(1).

[本文引用: 2]

LIPP A, SKOWRONEK C, FEHLNER A, et al.

Progressive supranuclear palsy and idiopathic Parkinson’s disease are associated with local reduction of in vivo brain viscoelasticity

[J]. European Radiology, 2018, 28(8): 3347-3354.

[本文引用: 2]

ROMANO A, GUO J, PROKSCHA T, et al.

In vivo waveguide elastography: Effects of neurodegeneration in patients with amyotrophic lateral sclerosis

[J]. Magn Reson Med, 2014, 72(6): 1755-1761.

DOI:10.1002/mrm.25067      PMID:24347290      [本文引用: 2]

Waveguide elastography (WGE) combines magnetic resonance elastography (MRE), diffusion tensor imaging (DTI), and anisotropic inversions for a determination of the elastic properties of white matter. Previously, the method evaluated the anisotropic elastic properties of the corticospinal tracts (CSTs) of healthy volunteers. Here, the sensitivity of WGE is tested for the detection of pathologic changes in a cohort of patients with Amyotrophic Lateral Sclerosis (ALS).MRE and DTI were performed in 14 patients with ALS and 14 healthy, age-matched controls. A comparison was made between three components from WGE and the DTI metrics FA, MD, PD, and RD, for the detection of differences between patients and controls. It was hypothesized that the stiffness values in the CSTs of the patients would be significantly lower due to the known neurodegeneration associated with ALS.Two anisotropic shear moduli polarized parallel and perpendicular to the CSTs were significantly reduced in ALS patients (P < 0.0001), whereas the anisotropic longitudinal modulus polarized parallel to the CSTs showed no significant differences.The results of this study suggest a relatively high sensitivity of two anisotropic shear moduli as noninvasive metrics for the assessment of neuronal degeneration within the CSTs.© 2013 Wiley Periodicals, Inc.

HUSTON J 3rd, MURPHY M C, BOEVE B F, et al.

Magnetic resonance elastography of frontotemporal dementia

[J]. J Magn Reson Imaging, 2016, 43(2): 474-478.

DOI:10.1002/jmri.24977      PMID:26130216      [本文引用: 2]

To investigate the feasibility of utilizing brain stiffness as a potential biomarker for behavioral variant frontotemporal dementia (bvFTD) patients. Magnetic resonance elastography (MRE) is a noninvasive technique for evaluating the mechanical properties of brain tissue in vivo. MRE has demonstrated decreased brain stiffness in patients with Alzheimer's disease.We examined five male subjects with bvFTD and nine cognitively normal age-matched male controls (NC) with brain 3T MRE. Stiffness was calculated in nine regions of interest (ROIs): whole brain (entire cerebrum excluding cerebellum), frontal lobes, occipital lobes, parietal lobes, temporal lobes, deep gray matter / white matter (GM/WM; insula, deep gray nuclei and white matter tracts), cerebellum, sensorimotor cortex (pre- and postcentral gyri), and a composite region labeled FT (frontal and temporal lobes excluding the pre- and postcentral gyri).Significantly lower stiffness values were observed in the whole brain (P = 0.007), frontal lobe (P = 0.001), and temporal lobes (P = 0.005) of bvFTD patients compared to NC. No significant stiffness differences were observed in any other ROIs of bvFTD patients compared to NC (P > 0.05). These results demonstrate that statistically significant brain softening occurs in the frontal and temporal lobes of bvFTD patients, which corresponds to the expected pathophysiology of bvFTD.Future studies evaluating the feasibility of brain MRE for early disease detection and monitoring disease progression could shed new insights into understanding the mechanisms involved in bvFTD.© 2015 The Authors Journal of Magnetic Resonance Imaging published by Wiley Periodicals, Inc. on behalf of International Society for Magnetic Resonance in Medicine.

ELSHEIKH M, ARANI A, PERRY A, et al.

MR elastography demonstrates unique regional brain stiffness patterns in dementias

[J]. Am J Roentgenol, 2017, 209(2): 403-408.

DOI:10.2214/AJR.16.17455      PMID:28570101      [本文引用: 2]

The purpose of this study was to investigate age-corrected brain MR elastography (MRE) findings in four dementia cohorts (Alzheimer disease, dementia with Lewy bodies, frontotemporal dementia, and normal pressure hydrocephalus) and determine the potential use as a differentiating biomarker in dementia subtypes.Institutional review board approval and written informed consent were obtained to perform MRE on 84 subjects: 20 patients with normal pressure hydrocephalus, eight with Alzheimer disease, five with dementia with Lewy bodies, five with frontotemporal dementia, and 46 cognitively normal control subjects. Shear waves of 60-Hz vibration frequency were transmitted into the brain using a pillowlike passive driver, and brain stiffness was determined in eight different regions (cerebrum, frontal, occipital, parietal, temporal, deep gray matter-white matter, sensorimotor cortex, and cerebellum). All stiffness values were age-corrected and compared with control subjects. The Wilcoxon rank sum test and linear regression were used for statistical analysis.Regional stiffness patterns unique to each dementing disorder were observed. Patients with Alzheimer disease and frontotemporal dementia showed decreased cerebral stiffness (p = 0.001 and p = 0.002, respectively) with regional softening of the frontal and temporal lobes. Patients with Alzheimer disease additionally showed parietal lobe and sensorimotor region softening (p = 0.039 and p = 0.018, respectively). Patients with normal pressure hydrocephalus showed stiffening of the parietal, occipital, and sensorimotor regions (p = 0.007, p < 0.001, and p < 0.0001, respectively). Patients with dementia with Lewy bodies did not show significant stiffness changes in any of the regions.Quantitative MRE of changes in brain viscoelastic structure shows unique regional brain stiffness patterns between common dementia subtypes.

LIANG Z P, LAUTERBUR P C.

A generalized series approach to MR spectroscopic imaging

[J]. IEEE Trans Med Imaging, 1991, 10(2): 132-137.

[本文引用: 1]

LIANG Z P, LAUTERBUR P C.

An efficient method for dynamic magnetic resonance imaging

[J]. IEEE Trans Med Imaging, 1994, 13(4): 677-686.

[本文引用: 1]

LIANG Z P.

Spatiotemporal Imaging with partially separable functions

[C]// 2007 Joint Meeting of the 6th International Symposium on Noninvasive Functional Source Imaging of the Brain and Heart and the International Conference on Functional Biomedical Imaging, 2007: 181-182.

[本文引用: 1]

MCILVAIN G, CERJANIC A M, CHRISTODOULOU A G, et al.

OSCILLATE: A low-rank approach for accelerated magnetic resonance elastography

[J]. Magn Reson Med, 2022, 88(4): 1659-1672.

DOI:10.1002/mrm.29308      PMID:35649188      [本文引用: 1]

MR elastography (MRE) is a technique to characterize brain mechanical properties in vivo. Due to the need to capture tissue deformation in multiple directions over time, MRE is an inherently long acquisition, which limits achievable resolution and use in challenging populations. The purpose of this work is to develop a method for accelerating MRE acquisition by using low-rank image reconstruction to exploit inherent spatiotemporal correlations in MRE data.The proposed MRE sampling and reconstruction method, OSCILLATE (Observing Spatiotemporal Correlations for Imaging with Low-rank Leveraged Acceleration in Turbo Elastography), involves alternating which k-space points are sampled between each repetition by a reduction factor, R Using a predetermined temporal basis from a low-resolution navigator in a joint low-rank image reconstruction, all images can be accurately reconstructed from a reduced amount of k-space data.Decomposition of MRE displacement data demonstrated that, on average, 96.1% of all energy from an MRE dataset is captured at rank L = 12 (reduced from a full rank of 24). Retrospectively undersampling data with R  = 2 and reconstructing at low-rank (L = 12) yields highly accurate stiffness maps with voxel-wise error of 5.8% ± 0.7%. Prospectively undersampled data at R  = 2 were successfully reconstructed without loss of material property map fidelity, with average global stiffness error of 1.0% ± 0.7% compared to fully sampled data.OSCILLATE produces whole-brain MRE data at 2 mm isotropic resolution in 1 min 48 s.© 2022 International Society for Magnetic Resonance in Medicine.

PENG X, SUI Y, TRZASKO J D, et al.

Fast 3D MR elastography of the whole brain using spiral staircase: Data acquisition, image reconstruction, and joint deblurring

[J]. Magn Reson Med, 2021, 86(4): 2011-2024.

DOI:10.1002/mrm.28855      PMID:34096097      [本文引用: 1]

To address the need for a method to acquire 3D data for MR elastography (MRE) of the whole brain with substantially improved spatial resolution, high SNR, and reduced acquisition time compared with conventional methods.We combined a novel 3D spiral staircase data-acquisition method with a spoiled gradient-echo pulse sequence and MRE motion-encoding gradients (MEGs). The spiral-out acquisition permitted use of longer-duration motion-encoding gradients (ie, over two full oscillatory cycles) to enhance displacement SNR, while still maintaining a reasonably short TE for good phase-SNR. Through-plane parallel imaging with low noise penalties was implemented to accelerate acquisition along the slice direction. Shared anatomical information was exploited in the deblurring procedure to further boost SNR for stiffness inversion.In vivo and phantom experiments demonstrated the feasibility of the proposed method in producing brain MRE results comparable to the spin-echo-based approaches, both qualitatively and quantitatively. High-resolution (2-mm isotropic) brain MRE data were acquired in 5 minutes using our method with good SNR. Joint deblurring with shared anatomical information produced SNR-enhanced images, leading to upward stiffness estimation.A novel 3D gradient-echo-based approach has been designed and implemented, and shown to have promising potential for fast and high-resolution in vivo MRE of the whole brain.© 2021 International Society for Magnetic Resonance in Medicine.

SUI Y, ARANI A, TRZASKO J D, et al.

TURBINE-MRE: A 3D hybrid radial-Cartesian EPI acquisition for MR elastography

[J]. Magn Reson Med, 2021, 85(2): 945-952.

[本文引用: 1]

LAN P S, GLASER K J, EHMAN R L, et al.

Imaging brain function with simultaneous BOLD and viscoelasticity contrast: fMRI/fMRE

[J]. NeuroImage, 2020, 211: 116592.

[本文引用: 1]

YIN Z, KEARNEY S P, MAGIN R L, et al.

Concurrent 3D acquisition of diffusion tensor imaging and magnetic resonance elastography displacement data (DTI-MRE): Theory and in vivo application

[J]. Magn Reson Med, 2017, 77(1): 273-284.

DOI:10.1002/mrm.26121      PMID:26787007      [本文引用: 1]

To introduce a newly developed technique (DTI-MRE) for the simultaneous acquisition of diffusion tensor imaging (DTI) and 3D-vector field magnetic resonance elastography (MRE) data, and to demonstrate its feasibility when applied in vivo to the mouse brain.In DTI-MRE, simultaneous encoding is achieved by using a series of diffusion/motion-sensitizing gradients (dMSGs) with specific timing and directions. By adjusting the duration of the dMSGs with the diffusion time and with the mechanical vibration frequency, the shear wave motion and diffusion are encoded into the MR phase and MR magnitude signals, respectively. The dMSGs are applied in a noncollinear and noncoplanar manner that optimizes the capture of both the DTI signal attenuation and the three-dimensional MRE displacements. In this work, the feasibility of the DTI-MRE technique was demonstrated on in vivo mouse brains (n=3) using a 9.4T animal MRI scanner. The DTI-MRE derived parameters (MD, mean diffusivity; FA, fractional anisotropy; MRE displacement fields; and shear modulus |G|) were compared with those acquired using conventional, separate MRE and diffusion methods.The averaged (MD, FA, and |G|) values for three mice are (0.580 ± 0.050 µm /ms, 0.43 ± 0.02, and 4.80 ± 0.06 kPa) and (0.583 ± 0.035 µm /ms, 0.46 ± 0.02, and 4.91 ± 0.19 kPa) for DTI-MRE, and conventional DTI and 3D-vector field MRE measurements, respectively. All derived parameters (MD, FA, |G|, and displacement) obtained using the combined DTI-MRE method and conventional methods were significantly correlated with P < 0.05.Simultaneous acquisition of DTI and 3D-vector field MRE is feasible in vivo and reduces the scan time by up to 50% compared with conventional, separate acquisitions, while providing an immediate co-registration of maps of diffusion properties and stiffness. Magn Reson Med 77:273-284, 2017. © 2016 Wiley Periodicals, Inc.© 2016 Wiley Periodicals, Inc.

NGUYEN K D, BONNER B P, FOSTER A N, et al.

Asynchronous magnetic resonance elastography: Shear wave speed reconstruction using noise correlation of incoherent waves

[J]. Magn Reson Med, 2023, 89(3): 990-1001.

[本文引用: 1]

ZORGANI A, SOUCHON R, DINH A-H, et al.

Brain palpation from physiological vibrations using MRI

[J]. Proc Natl Acad Sci, 2015, 112(42): 12917-12921.

[本文引用: 1]

HISCOX L V, MCGARRY M D J, SCHWARB H, et al.

Standard-space atlas of the viscoelastic properties of the human brain

[J]. Hum Brain Mapp, 2020, 41(18): 5282-5300.

[本文引用: 1]

FENG Y, OKAMOTO R J, NAMANI R, et al.

Measurements of mechanical anisotropy in brain tissue and implications for transversely isotropic material models of white matter

[J]. J Mech Behav Biomed Mater, 2013, 23: 117-132.

DOI:10.1016/j.jmbbm.2013.04.007      PMID:23680651      [本文引用: 2]

White matter in the brain is structurally anisotropic, consisting largely of bundles of aligned, myelin-sheathed axonal fibers. White matter is believed to be mechanically anisotropic as well. Specifically, transverse isotropy is expected locally, with the plane of isotropy normal to the local mean fiber direction. Suitable material models involve strain energy density functions that depend on the I4 and I5 pseudo-invariants of the Cauchy-Green strain tensor to account for the effects of relatively stiff fibers. The pseudo-invariant I4 is the square of the stretch ratio in the fiber direction; I5 contains contributions of shear strain in planes parallel to the fiber axis. Most, if not all, published models of white matter depend on I4 but not on I5. Here, we explore the small strain limits of these models in the context of experimental measurements that probe these dependencies. Models in which strain energy depends on I4 but not I5 can capture differences in Young's (tensile) moduli, but will not exhibit differences in shear moduli for loading parallel and normal to the mean direction of axons. We show experimentally, using a combination of shear and asymmetric indentation tests, that white matter does exhibit such differences in both tensile and shear moduli. Indentation tests were interpreted through inverse fitting of finite element models in the limit of small strains. Results highlight that: (1) hyperelastic models of transversely isotropic tissues such as white matter should include contributions of both the I4 and I5 strain pseudo-invariants; and (2) behavior in the small strain regime can usefully guide the choice and initial parameterization of more general material models of white matter.Copyright © 2013 Elsevier Ltd. All rights reserved.

FENG Y, LEE C-H, SUN L, et al.

Characterizing white matter tissue in large strain via asymmetric indentation and inverse finite element modeling

[J]. J Mech Behav Biomed Mater, 2017, 65: 490-501.

DOI:S1751-6161(16)30326-5      PMID:27665084      [本文引用: 1]

Characterizing the mechanical properties of white matter is important to understand and model brain development and injury. With embedded aligned axonal fibers, white matter is typically modeled as a transversely isotropic material. However, most studies characterize the white matter tissue using models with a single anisotropic invariant or in a small-strain regime. In this study, we combined a single experimental procedure - asymmetric indentation - with inverse finite element (FE) modeling to estimate the nearly incompressible transversely isotropic material parameters of white matter. A minimal form comprising three parameters was employed to simulate indentation responses in the large-strain regime. The parameters were estimated using a global optimization procedure based on a genetic algorithm (GA). Experimental data from two indentation configurations of porcine white matter, parallel and perpendicular to the axonal fiber direction, were utilized to estimate model parameters. Results in this study confirmed a strong mechanical anisotropy of white matter in large strain. Further, our results suggested that both indentation configurations are needed to estimate the parameters with sufficient accuracy, and that the indenter-sample friction is important. Finally, we also showed that the estimated parameters were consistent with those previously obtained via a trial-and-error forward FE method in the small-strain regime. These findings are useful in modeling and parameterization of white matter, especially under large deformation, and demonstrate the potential of the proposed asymmetric indentation technique to characterize other soft biological tissues with transversely isotropic properties.Copyright © 2016 Elsevier Ltd. All rights reserved.

JAMAL A, BERNARDINI A, DINI D.

Microscale characterisation of the time-dependent mechanical behaviour of brain white matter

[J]. J Mech Behav Biomed Mater, 2022, 125: 104917.

[本文引用: 1]

MURPHY M C, COGSWELL P M, TRZASKO J D, et al.

Identification of normal pressure hydrocephalus by disease-specific patterns of brain stiffness and damping ratio

[J]. Invest Radiol, 2020, 55(4): 200-208.

DOI:10.1097/RLI.0000000000000630      PMID:32058331      [本文引用: 1]

The aim of this study was to perform a whole-brain analysis of alterations in brain mechanical properties due to normal pressure hydrocephalus (NPH).Magnetic resonance elastography (MRE) examinations were performed on 85 participants, including 44 cognitively unimpaired controls, 33 with NPH, and 8 who were amyloid-positive with Alzheimer clinical syndrome. A custom neural network inversion was used to estimate stiffness and damping ratio from patches of displacement data, accounting for edges by training the network to estimate the mechanical properties in the presence of missing data. This learned inversion was first compared with a standard analytical approach in simulation experiments and then applied to the in vivo MRE measurements. The effect of NPH on the mechanical properties was then assessed by voxel-wise modeling of the stiffness and damping ratio maps. Finally, a pattern analysis was performed on each individual's mechanical property maps by computing the correlation between each person's maps with the expected NPH effect. These features were used to fit a classifier and assess diagnostic accuracy.The voxel-wise analysis of the in vivo mechanical property maps revealed a unique pattern in participants with NPH, including a concentric pattern of stiffening near the dural surface and softening near the ventricles, as well as decreased damping ratio predominantly in superior regions of the white matter (family-wise error corrected P < 0.05 at cluster level). The pattern of viscoelastic changes in each participant predicted NPH status in this cohort, separating participants with NPH from the control and the amyloid-positive with Alzheimer clinical syndrome groups, with areas under the receiver operating characteristic curve of 0.999 and 1, respectively.This study provides motivation for further development of the neural network inversion framework and demonstrates the potential of MRE as a novel tool to diagnose NPH and provide a window into its pathogenesis.

SINKUS R, TANTER M, CATHELINE S, et al.

Imaging anisotropic and viscous properties of breast tissue by magnetic resonance-elastography

[J]. Magn Reson Med, 2005, 53(2): 372-387.

DOI:10.1002/mrm.20355      PMID:15678538      [本文引用: 1]

MR-elastography is a new technique for assessing the viscoelastic properties of tissue. One current focus of elastography is the provision of new physical parameters for improving the specificity in breast cancer diagnosis. This analysis describes a technique to extend the reconstruction to anisotropic elastic properties in terms of a so-called transversely isotropic model. Viscosity is treated as being isotropic. The particular model chosen for the anisotropy is appealing because it is capable of describing elastic shear anisotropy of parallel fibers. The dependence of the reconstruction on the particular choice of Poisson's ratio is eliminated by extracting the compressional displacement contribution using the Helmholtz-Hodge decomposition. Results are presented for simulations, a polyvinyl alcohol breast phantom, excised beef muscle, and measurements in two patients with breast lesions (invasive ductal carcinoma and fibroadenoma). The results show enhanced anisotropic and viscous properties inside the lesions and an indication for preferred fiber orientation.

ROMANO A, SCHEEL M, HIRSCH S, et al.

In vivo waveguide elastography of white matter tracts in the human brain

[J]. Magn Reson Med, 2012, 68(5): 1410-1422.

DOI:10.1002/mrm.24141      PMID:22252792      [本文引用: 1]

White matter is composed primarily of myelinated axons which form fibrous, organized structures and can act as waveguides for the anisotropic propagation of sound. The evaluation of their elastic properties requires both knowledge of the orientation of these waveguides in space, as well as knowledge of the waves propagating along and through them. Here, we present waveguide elastography for the evaluation of the elastic properties of white matter tracts in the human brain, in vivo, using a fusion of diffusion tensor imaging, magnetic resonance elastography, spatial-spectral filtering, a Helmholtz decomposition, and anisotropic inversions, and apply this method to evaluate the material parameters of the corticospinal tracts of five healthy human volunteers. We begin with an Orthotropic inversion model and demonstrate that redundancies in the solution for the nine elastic coefficients indicate that the corticospinal tracts can be approximated by a Hexagonal model (transverse isotropy) comprised of five elastic coefficients representative of a medium with fibers aligned parallel to a central axis, and provides longitudinal and transverse wave velocities on the order of 5.7 m/s and 2.1 m/s, respectively. This method is intended as a new modality to assess white matter structure and health by means of the evaluation of the anisotropic elasticity tensor of nerve fibers.Copyright © 2012 Wiley Periodicals, Inc.

MCGARRY M, VAN HOUTEN E, SOWINSKI D, et al.

Mapping heterogenous anisotropic tissue mechanical properties with transverse isotropic nonlinear inversion MR elastography

[J]. Med Image Anal, 2022, 78: 102432.

[本文引用: 1]

JYOTI D, MCGARRY M, CABAN-RIVERA D A, et al.

Transversely-isotropic brain in vivo MR elastography with anisotropic damping

[J]. J Mech Behav Biomed Mater, 2023, 141: 105744.

[本文引用: 1]

BABAEI B, FOVARGUE D, LLOYD R A, et al.

Magnetic resonance elastography reconstruction for anisotropic tissues

[J]. Med Image Anal, 2021, 74: 102212.

[本文引用: 1]

KALRA P, RATERMAN B, MO X, et al.

Magnetic resonance elastography of brain: Comparison between anisotropic and isotropic stiffness and its correlation to age

[J]. Magn Reson Med, 2019, 82(2): 671-679.

DOI:10.1002/mrm.27757      PMID:30957304      [本文引用: 1]

Noninvasive measurement of mechanical properties of brain tissue using magnetic resonance elastography (MRE) has been a promising method for investigating neurologic disorders such as multiple sclerosis, hydrocephalus, and Alzheimer's. However, because of the regional and directional dependency of brain stiffness, estimating anisotropic stiffness is important. This study investigates isotropic and anisotropic stiffness as a function of age as well as the correlation between isotropic and anisotropic stiffness.MRE and diffusion tensor imaging (DTI) were performed on 28 healthy subjects with age ranges between 18-62 y. Isotropic and anisotropic stiffness was measured and compared with age for different regions of interest such as the thalamus, corpus callosum, gray matter, white matter, and whole brain.Isotropic stiffness in gray matter (r = -0.57; P = 0.001) showed a significant decrease with age. Anisotropic stiffness in gray matter showed a significant decrease with age in C through C and in the thalamus, only in C. Between anisotropic and isotropic stiffness, gray matter showed a significant positive correlation in C through C, C and C showed a significant negative correlation in the thalamus and whole brain, and C showed a negative correlation in the corpus callosum. No significant difference between genders was observed in any measurements.This study demonstrated a change in isotropic and anisotropic stiffness with age in different regions of the brain along with a correlation of anisotropic stiffness to isotropic stiffness.© 2019 International Society for Magnetic Resonance in Medicine.

HOU Z X, GUERTLER C A, OKAMOTO R J, et al.

Estimation of the mechanical properties of a transversely isotropic material from shear wave fields via artificial neural networks

[J]. J Mech Behav Biomed Mater, 2022, 126: 105046.

[本文引用: 1]

LE BIHAN D, ICHIKAWA S, MOTOSUGI U.

Diffusion and intravoxel incoherent motion MR imaging-based virtual elastography: A hypothesis-generating study in the liver

[J]. Radiology, 2017, 285(2): 609-619.

DOI:10.1148/radiol.2017170025      PMID:28604279      [本文引用: 1]

Purpose To investigate the potential of diffusion magnetic resonance (MR) imaging to provide quantitative estimates of tissue stiffness without using mechanical vibrations in patients with chronic liver diseases and to generate a new elasticity-driven intravoxel incoherent motion (IVIM) contrast. Materials and Methods This retrospective study, conducted from January to April 2016, was approved by an institutional review board that waived the requirement for informed consent. Fifteen subjects were included (13 men and two women; mean age ± standard deviation, 73 years ± 8). MR elastography and diffusion MR imaging were performed at 3 T. A search for an empirical relationship between MR elastographic shear modulus, µ, and a shifted apparent diffusion coefficient (sADC) was performed. The sADC was then inverted to estimate patient liver shear modulus directly from diffusion MR imaging signals. Results A significant correlation (r = 0.90, P = 1 · 10) was observed between µ and sADC calculated by using diffusion MR imaging signals acquired with b values of 200 (S) and 1500 (S ) sec/mm (sACD). On the basis of the relationship between the µ and sADC, a diffusion-based shear modulus, µ, could be estimated with the following equation: µ = (-9.8 ± 0.8) ln(S/S) + (14.0 ± 0.9). IVIM virtual elastograms also could be generated to reveal new contrast features in lesions, depending on pseudovibration frequency and amplitude. Conclusion Diffusion MR imaging, through a calibration of sADC with standard MR elastography, can be converted quantitatively into shear modulus without using mechanical vibrations to provide information on the degree of liver fibrosis; these virtual elastograms require only two b values to be acquired and processed. Propagating shear wave can also be emulated, leading to a new elasticity-driven IVIM contrast with ranges of virtual vibration frequencies and amplitudes not limited by MR elastography or MR imaging hardware capacities. RSNA, 2017 Online supplemental material is available for this article.

KROMREY M-L, LE BIHAN D, ICHIKAWA S, et al.

Diffusion-weighted MRI-based virtual elastography for the assessment of liver fibrosis

[J]. Radiology, 2020, 295(1): 127-135.

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LAGERSTRAND K, GAEDES N, ERIKSSON S, et al.

Virtual magnetic resonance elastography has the feasibility to evaluate preoperative pituitary adenoma consistency

[J]. Pituitary, 2021, 24(4): 530-541.

DOI:10.1007/s11102-021-01129-4      PMID:33555485      [本文引用: 1]

To evaluate the use of preoperative virtual Magnetic Resonance Elastography (vMRE) for patients undergoing transsphenoidal resection of pituitary adenomas (PA).Ten patients (60.2 ± 19.6 years; 8 males) were prospectively examined with the vMRE-method prior to transsphenoidal surgery. vMRE-images, reflecting tissue stiffness were reconstructed. From these images, histograms as well as the mean stiffness values over the tumor body were extracted. Finally, vMRE-data was compared with the PA consistency at surgery blinded to vMRE.In all patients, successful vMRE-examination was performed enabling evaluation of even small PAs. For tumors with homogenous tissue, the mean stiffness value increased with surgical consistency grading. For heterogenous tumors, however, the mean stiffness value did not consistently reflect the grading at surgery. On the other hand, the vMRE-images and histograms were found to be able to characterize the tumor heterogeneity and display focal regions of high stiffness that were found to affect the surgery outcome in these PAs. The vMRE-images and histograms showed great promise in characterizing the consistency at surgery for these PAs.Evaluation of PA consistency in preparation for surgery seems to be feasible using the vMRE-method. Our findings also address the need for high resolution diagnostic methods that can non-invasively display focal regions of increased stiffness, as such regions may increase the difficulty of transsphenoidal PA-resection.© 2021. The Author(s).

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沈萍, 马盛元, 许华宇, .

MR弹性成像对慢性乙型肝炎肝纤维化的诊断价值

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袁杰, 詹松华.

磁共振弹性成像技术在肿瘤中的应用及研究进展

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