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Diffusion and diffusion-osmosis models of the transfer of charged molecules across biological barriers

机译:带电分子跨生物屏障转移的扩散和扩散渗透模型

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摘要

Mathematical models of the transfer of large enough charged molecules (macroions) have been constructed on the basis of the classical equations of electromigration diffusion (Helmholtz-Smoluchowski, Goldman, and Goldman-Hodgkin-Katz). It is shown that ion transfer in placental barriers (mimicking lipid-protein membrane barriers) and in muscle barriers proceeds by different mechanisms. In placental barriers, the electromigration diffusion takes place through lipid-protein channels formed by conformational alteration of phospholipid and protein molecules, with diffusion coefficients D = (2.6-3.6) x 10-8 cm2/s. The transfer in muscle barriers is due to migration via charged interfibrillar channels with negative diffusion activation energy (explained by changes in the structure of muscle fibers and expenditures of thermal energy for the displacement of Cl- from channel walls), and D = (6.0-10.0) x 10-6 cm2/s. [PUBLICATION ABSTRACT]
机译:在经典的电迁移扩散方程(Helmholtz-Smoluchowski,Goldman和Goldman-Hodgkin-Katz)的基础上,建立了足够大的带电分子(宏离子)转移的数学模型。结果表明,离子在胎盘屏障(模仿脂蛋白膜屏障)和肌肉屏障中的转移通过不同的机制进行。在胎盘屏障中,电迁移扩散是通过脂质和蛋白质分子的构象变化形成的脂蛋白通道发生的,扩散系数D =(2.6-3.6)x 10-8 cm2 / s。肌肉屏障的转移是由于通过带负电荷的原纤维间通道的迁移而产生的,该通道具有负的扩散活化能(通过改变肌纤维的结构和从通道壁置换Cl-所消耗的热能来解释),D =(6.0- 10.0)x 10-6 cm2 / s。 [出版物摘要]

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