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Osmotic properties of large unilamellar vesicles prepared by extrusion.

机译:通过挤压制备的大单层囊泡的渗透特性。

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摘要

We have examined the morphology and osmotic properties of large unilamellar vesicles (LUVs) prepared by extrusion. Contrary to expectations, we observe by cryo-electron microscopy that such vesicles, under isoosmotic conditions, are non-spherical. This morphology appears to be a consequence of vesicle passage through the filter pores during preparation. As a result when such LUVs are placed in a hypoosmotic medium they are able to compensate, at least partially, for the resulting influx of water by "rounding up" and thereby increasing their volume with no change in surface area. The increase in vesicle trapped volume associated with these morphological changes was determined using the slowly membrane-permeable solute [3H]-glucose. This allowed calculation of the actual osmotic gradient experienced by the vesicle membrane for a given applied differential. When LUVs were exposed to osmotic differentials of sufficient magnitude lysis occurred with the extent of solute release being dependent on the size of the osmotic gradient. Surprisingly, lysis was not an all-or-nothing event, but instead a residual osmotic differential remained after lysis. This differential value was comparable in magnitude to the minimum osmotic differential required to trigger lysis. Further, by comparing the release of solutes of differing molecular weights (glucose and dextran) a lower limit of about 12 nm diameter can be set for the bilayer defect created during lysis. Finally, the maximum residual osmotic differentials were compared for LUVs varying in mean diameter from 90 to 340 nm. This comparison confirmed that these systems obey Laplace's Law relating vesicle diameter and lysis pressure. This analysis also yielded a value for the membrane tension at lysis of 40 dyn cm-1 at 23 degrees C, which is in reasonable agreement with previously published values for giant unilamellar vesicles.
机译:我们已经检查了通过挤压制备的大单层囊泡(LUV)的形态和渗透特性。与预期相反,我们通过冷冻电子显微镜观察到,在等渗条件下,这种囊泡是非球形的。这种形态似乎是在制备过程中囊泡通过过滤器孔的结果。结果,当将这种LUV放置在低渗介质中时,它们能够通过“四舍五入”至少部分地补偿所产生的水的流入,从而增加其体积而表面积没有变化。使用缓慢的膜渗透性溶质[3H]-葡萄糖确定与这些形态学变化相关的囊泡捕获体积的增加。对于给定的施加差,这允许计算囊泡膜经历的实际渗透梯度。当LUVs暴露于足够量的渗透微分时,溶质释放的程度取决于渗透梯度的大小。令人惊讶的是,裂解不是全有或全无的事件,而是裂解后残留的渗透压差。该微分值的大小可与触发裂解所需的最小渗透微分相媲美。此外,通过比较不同分子量的溶质(葡萄糖和右旋糖酐)的释放,可以为裂解过程中产生的双层缺陷设定约12 nm直径的下限。最后,比较了平均直径从90到340 nm变化的LUV的最大残留渗透压差。该比较证实了这些系统遵守关于囊泡直径和裂解压力的拉普拉斯定律。该分析还产生了在23℃下40 dyn cm-1裂解时的膜张力值,该值与先前公开的巨型单层囊泡的值合理地一致。

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