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Numerical model of protein crystal growth in a diffusive field such as the microgravity environment

机译:在微重力环境下扩散场中蛋白质晶体生长的数值模型

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摘要

It is said that the microgravity environment positively affects the quality of protein crystal growth. The formation of a protein depletion zone and an impurity depletion zone due to the suppression of convection flow were thought to be the major reasons. In microgravity, the incorporation of molecules into a crystal largely depends on diffusive transport, so the incorporated molecules will be allocated in an orderly manner and the impurity uptake will be suppressed, resulting in highly ordered crystals. Previously, these effects were numerically studied in a steady state using a simplified model and it was determined that the combination of the diffusion coefficient of the protein molecule (D) and the kinetic constant for the protein molecule (β) could be used as an index of the extent of these depletion zones. In this report, numerical analysis of these depletion zones around a growing crystal in a non-steady (i.e. transient) state is introduced, suggesting that this model may be used for the quantitative analysis of these depletion zones in the microgravity environment.
机译:据说微重力环境对蛋白质晶体生长的质量有积极影响。认为是由于对流流动的抑制而形成蛋白质耗尽区和杂质耗尽区的主要原因。在微重力下,分子向晶体中的掺入在很大程度上取决于扩散传输,因此掺入的分子将以有序的方式分配,并且杂质吸收将受到抑制,从而形成高度有序的晶体。以前,使用简化模型在稳态下对这些效应进行了数值研究,并确定蛋白质分子(D)的扩散系数和蛋白质分子(β)的动力学常数的组合可以用作指标。这些耗尽区的范围。在本报告中,介绍了对处于非稳态(即瞬态)状态的生长晶体周围的这些耗尽区的数值分析,这表明该模型可用于在微重力环境中对这些耗尽区进行定量分析。

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