Fractionation of biological micro-particles in the field of gravity and the field of centrifugal forces

A. Górka
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Abstract

The paper presents the basic relationships describing the state of boundary equilibrium of fractions isolated in the process of fractionation of binary biological mixtures formed on the warp of homogeneous base solution in the gravitation field and in the vortex reference system. The state of boundary equilibrium of fractions is described by equations of the mass equilibrium, gravity forces, centrifugal forces and buoyancy forces related to particular fractions and the whole mixture of microparticles. It describes the final stage of fractionation of the microparticles, in which the microparticles in the mixture no longer emigrate. In the analysis we used an example of fractional distribution created in the blood fractionation process and the examples of calculations presented in the article, which refer to this distribution. The calculations showed that fractionation in the field of centrifugal force forms fractions with increased density of selected groups of cells of similar specific masses. Keywords: fractionation of mixtures, sedimentation of mixtures, separation of blood components in the gravity field, separation of blood components in the field of centrifugal force, blood centrifugation, medical centrifuges, homogeneous biological mixtures, heterogeneous biological mixtures, centrifugal force field.
生物微粒在重力场和离心力场中的分馏
本文介绍了在重力场和涡旋参照系中,均质碱溶液上形成的二元生物混合物分馏过程中分离组分边界平衡状态的基本关系式。用质量平衡方程、重力方程、离心力方程和浮力方程来描述分数的边界平衡状态。它描述了微粒分馏的最后阶段,其中混合物中的微粒不再迁移。在分析中,我们使用了一个在血液分馏过程中产生的分数分布的例子和文章中提供的计算例子,这些例子都参考了这种分布。计算表明,在离心力场中,具有相似比质量的选定细胞群密度增加,形成分数。关键词:混合物分馏,混合物沉淀,重力场中血液成分分离,离心力场中血液成分分离,血液离心,医用离心机,均质生物混合物,非均质生物混合物,离心力场。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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