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本文引用的文献

1
CSF Flow in Chiari I and Syringomyelia from the Perspective of Computational Fluid Dynamics.
Neuroradiol J. 2011 Mar 29;24(1):20-3. doi: 10.1177/197140091102400106. Epub 2011 Apr 5.
2
CSF pressure and velocity in obstructions of the subarachnoid spaces.蛛网膜下腔梗阻时的脑脊液压力与流速
Neuroradiol J. 2013 Apr;26(2):218-26. doi: 10.1177/197140091302600213. Epub 2013 May 10.
3
Estimation of CSF flow resistance in the upper cervical spine.上颈椎脑脊液流动阻力的评估。
Neuroradiol J. 2013 Feb;26(1):106-10. doi: 10.1177/197140091302600118. Epub 2013 Jan 19.
4
Patient-specific 3D simulation of cyclic CSF flow at the craniocervical region.颅颈区域循环 CSF 流动的患者特定 3D 模拟。
AJNR Am J Neuroradiol. 2012 Oct;33(9):1756-62. doi: 10.3174/ajnr.A3047. Epub 2012 Apr 19.
5
Syrinx fluid transport: modeling pressure-wave-induced flux across the spinal pial membrane.空洞液传输:模拟压力波诱导的跨脊髓软脊膜通量
J Biomech Eng. 2012 Mar;134(3):031006. doi: 10.1115/1.4005849.
6
Effect of tonsillar herniation on cyclic CSF flow studied with computational flow analysis.采用计算流体分析研究扁桃体疝对环行 CSF 流动的影响。
AJNR Am J Neuroradiol. 2011 Sep;32(8):1474-81. doi: 10.3174/ajnr.A2496. Epub 2011 May 19.
7
CSF flow through the upper cervical spinal canal in Chiari I malformation.脑脊液在 Chiari I 畸形中通过上颈椎椎管的流动。
AJNR Am J Neuroradiol. 2011 Jun-Jul;32(6):1149-53. doi: 10.3174/ajnr.A2460. Epub 2011 Apr 21.
8
Spinal subarachnoid space pressure measurements in an in vitro spinal stenosis model: implications on syringomyelia theories.体外脊髓狭窄模型中的脊髓蛛网膜下腔压力测量:对脊髓空洞症理论的启示
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Evaluation by fluid/structure-interaction spinal-cord simulation of the effects of subarachnoid-space stenosis on an adjacent syrinx.通过流体/结构相互作用脊髓模拟评估蛛网膜下腔狭窄对相邻空洞的影响。
J Biomech Eng. 2010 Jun;132(6):061009. doi: 10.1115/1.4001165.
10
Characterization of cyclic CSF flow in the foramen magnum and upper cervical spinal canal with MR flow imaging and computational fluid dynamics.采用 MR 流量成像和计算流体动力学技术对枕骨大孔和上颈段椎管内的循环 CSF 流进行特征描述。
AJNR Am J Neuroradiol. 2010 Jun;31(6):997-1002. doi: 10.3174/ajnr.A1995. Epub 2010 Mar 11.

脊髓中央管对脊髓内液体流动的影响。

Effect of the central canal in the spinal cord on fluid movement within the cord.

作者信息

Drøsdal Ida N, Mardal Kent-Andre, Støverud Karen, Haughton Victor

机构信息

DNV Software, Veritasveien; Høvik, Norway -

出版信息

Neuroradiol J. 2013 Oct;26(5):585-90. doi: 10.1177/197140091302600513. Epub 2013 Nov 7.

DOI:10.1177/197140091302600513
PMID:24199820
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC4202823/
Abstract

Computational studies are used to demonstrate the effect of oscillating CSF flow on pressures within the spinal cord. We tested the hypothesis that the central canal in the spinal cord affects spinal cord pressure gradients resulting from oscillatory CSF flow. Two computational models of the spinal cord were created with the same dimensions. Model 1 had a homogeneous porous structure. Model 2 had the same structure with the addition of a central fluid filled space, representing the central canal of the cord. We simulated oscillatory flow in the fluid space using standard computational fluid dynamics tools. For all phases of the CSF flow cycle and for specific projections through the model we calculated pressure gradients and fluid movement in the cord models. Pressures in the models varied through the flow cycle. Model 1 had linearly varying pressure along its long axis that varied with the cycle and had no pressure gradients across the cord. Model 2 had nonlinear varying pressure along its long axis varying with the time in the cycle and had transient centrifugal and centripetal pressure gradients with a central fluid space. The radial pressures varied linearly with distance from the fluid space. Centrifugal and centripetal pressure gradients resulted in radially directed fluid flow in the cord. The central canal within the spinal cord alters the pressure fields occurring during oscillatory CSF flow and creates centrifugal and centripetal fluid flux in the cord.

摘要

计算机模拟研究用于证明脑脊液振荡流动对脊髓内压力的影响。我们验证了脊髓中央管影响由脑脊液振荡流动产生的脊髓压力梯度这一假设。创建了两个尺寸相同的脊髓计算模型。模型1具有均匀的多孔结构。模型2具有相同的结构,但增加了一个充满液体的中央空间,代表脊髓的中央管。我们使用标准的计算流体动力学工具在流体空间中模拟振荡流动。对于脑脊液流动周期的所有阶段以及通过模型的特定投影,我们计算了脊髓模型中的压力梯度和流体运动。模型中的压力在整个流动周期内变化。模型1沿其长轴的压力呈线性变化,随周期变化,且脊髓内无压力梯度。模型2沿其长轴的压力呈非线性变化,随周期中的时间变化,并且在中央流体空间存在瞬态离心和向心压力梯度。径向压力随距流体空间的距离呈线性变化。离心和向心压力梯度导致脊髓内出现径向流体流动。脊髓内的中央管改变了脑脊液振荡流动期间出现的压力场,并在脊髓内产生了离心和向心流体通量。