2016
DOI: 10.1146/annurev-fluid-122414-034321
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Cerebrospinal Fluid Mechanics and Its Coupling to Cerebrovascular Dynamics

Abstract: Cerebrospinal fluid (CSF) is not stagnant but displays fascinating oscillatory flow patterns inside the ventricular system and reversing fluid exchange between the cranial vault and spinal compartment. This review provides an overview of the current knowledge of pulsatile CSF motion. Observations contradicting classical views about its bulk production and clearance are highlighted. A clinical account of diseases of abnormal CSF flow dynamics, including hydrocephalus, syringomyelia, Chiari malformation type 1, … Show more

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Cited by 110 publications
(107 citation statements)
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“…Until now, this hypothesis was named Bulat-Klarica-Orešković hypothesis by several research groups [34,[38][39][40] , and it is supported by independent experimental laboratories [34,39,44,45] as well as by computer-based models [46,47] and critically analyzed clinical data [39,40] .…”
Section: Recent View On Csf Physiologymentioning
confidence: 97%
“…Until now, this hypothesis was named Bulat-Klarica-Orešković hypothesis by several research groups [34,[38][39][40] , and it is supported by independent experimental laboratories [34,39,44,45] as well as by computer-based models [46,47] and critically analyzed clinical data [39,40] .…”
Section: Recent View On Csf Physiologymentioning
confidence: 97%
“…6,17,40,49,50,58,77,78 Previous models of hydrocephalus divided the cranial space into individual compartments, such as ventricles, parenchyma, cerebral blood, and cranial subarachnoidal space. Externally imposed changes to fluid exchange between these compartments, such as obstruction of the villi, induce accumulation of the fluid and subsequently lead to CSF accumulation in the ventricular system.…”
mentioning
confidence: 99%
“…A recent review by Linninger et al summarized models of CSF dynamics and diseases. 77 Most existing computational models use an incompressible fluid assumption that does not set a specific value for absolute hydrostatic pressure (ICP). Thus incompressibility merely implies a "pressure drop" needed to entertain fluid motion by overcoming viscous frictional losses, but it does not correlate to absolute ICP.…”
mentioning
confidence: 99%
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