Syková Eva, Nicholson Charles
Institute of Experimental Medicine, Academy of Sciences of the Czech Republic, Prague, Czech Republic.
Physiol Rev. 2008 Oct;88(4):1277-340. doi: 10.1152/physrev.00027.2007.
Diffusion in the extracellular space (ECS) of the brain is constrained by the volume fraction and the tortuosity and a modified diffusion equation represents the transport behavior of many molecules in the brain. Deviations from the equation reveal loss of molecules across the blood-brain barrier, through cellular uptake, binding, or other mechanisms. Early diffusion measurements used radiolabeled sucrose and other tracers. Presently, the real-time iontophoresis (RTI) method is employed for small ions and the integrative optical imaging (IOI) method for fluorescent macromolecules, including dextrans or proteins. Theoretical models and simulations of the ECS have explored the influence of ECS geometry, effects of dead-space microdomains, extracellular matrix, and interaction of macromolecules with ECS channels. Extensive experimental studies with the RTI method employing the cation tetramethylammonium (TMA) in normal brain tissue show that the volume fraction of the ECS typically is approximately 20% and the tortuosity is approximately 1.6 (i.e., free diffusion coefficient of TMA is reduced by 2.6), although there are regional variations. These parameters change during development and aging. Diffusion properties have been characterized in several interventions, including brain stimulation, osmotic challenge, and knockout of extracellular matrix components. Measurements have also been made during ischemia, in models of Alzheimer's and Parkinson's diseases, and in human gliomas. Overall, these studies improve our conception of ECS structure and the roles of glia and extracellular matrix in modulating the ECS microenvironment. Knowledge of ECS diffusion properties is valuable in contexts ranging from understanding extrasynaptic volume transmission to the development of paradigms for drug delivery to the brain.
大脑细胞外间隙(ECS)中的扩散受到体积分数和曲折度的限制,一个修正的扩散方程代表了大脑中许多分子的传输行为。与该方程的偏差揭示了分子通过血脑屏障、细胞摄取、结合或其他机制的损失。早期的扩散测量使用放射性标记的蔗糖和其他示踪剂。目前,实时离子电渗法(RTI)用于小离子,而整合光学成像法(IOI)用于荧光大分子,包括葡聚糖或蛋白质。ECS的理论模型和模拟探讨了ECS几何形状的影响、死腔微区的效应、细胞外基质以及大分子与ECS通道的相互作用。在正常脑组织中使用阳离子四甲基铵(TMA)的RTI方法进行的广泛实验研究表明,尽管存在区域差异,但ECS的体积分数通常约为20%,曲折度约为1.6(即TMA的自由扩散系数降低了2.6)。这些参数在发育和衰老过程中会发生变化。在包括脑刺激、渗透压挑战和细胞外基质成分敲除等几种干预措施中,扩散特性已得到表征。在缺血期间、阿尔茨海默病和帕金森病模型以及人类神经胶质瘤中也进行了测量。总体而言,这些研究改善了我们对ECS结构以及神经胶质和细胞外基质在调节ECS微环境中的作用的认识。ECS扩散特性的知识在从理解突触外容积传递到开发向大脑给药的范例等各种情况下都很有价值。