Focal delivery during direct infusion to brain: role of flow rate, catheter diameter, and tissue mechanics
Focal delivery during direct infusion to brain: role of flow rate, catheter diameter, and tissue mechanics
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DOI:
10.1152/ajpregu.1999.277.4.r1218
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发表时间:
1999-10-01
影响因子:
2.8
通讯作者:
Oldfield, EH
中科院分区:
文献类型:
--
作者:
Morrison, PF;Chen, MY;Oldfield, EH
Direct interstitial infusion is a technique capable of delivering agents over both small and large dimensions of brain tissue. However, at a sufficiently high volumetric inflow rate, backflow along the catheter shaft may occur and compromise delivery. A scaling relationship for the finite backflow distance along this catheter in pure gray matter (x(m)) has been determined from a mathematical model based on Stokes flow, Darcy flow in porous media, and elastic deformation of the brain tissue: x(m) = constant Q(o)(3)R(4)r(c)(4)G(-3)mu(-1) (Q(o) = volumetric inflow rate, R = tissue hydraulic resistance, r(c) = catheter radius, G = shear modulus, and mu = viscosity). This implies that backflow is minimized by the use of small diameter catheters and that a fixed (minimal) backflow distance may be maintained by offsetting an increase in flow rate with a similar decrease in catheter radius. Generally, backflow is avoided in rat gray matter with a 32-gauge catheter operating below 0.5 mu l/min. An extension of the scaling relationship to include brain size in the resistance term leads to the finding that absolute backflow distance obtained with a given catheter and inflow rate is weakly affected by the depth of catheter tip placement and, thus, brain size. Finally, an extension of the model to describe catheter passage through a white matter layer before terminating in the gray has been shown to account for observed percentages of albumin in the col pus callosum after a 4-mu l infusion of the compound to rat striatum over a range of volumetric inflow rates.