细胞内聚谷氨酰胺蛋白聚集体光漂白中荧光损失的不连续伽辽金模型。

Q1 Biochemistry, Genetics and Molecular Biology BMC Biophysics Pub Date : 2018-11-29 eCollection Date: 2018-01-01 DOI:10.1186/s13628-018-0046-0
Christian V Hansen, Hans J Schroll, Daniel Wüstner
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引用次数: 2

摘要

背景:细胞内相分离和聚谷氨酰胺延伸蛋白聚集是各种年龄相关神经退行性疾病的标志。我们对这些过程的理解在很大程度上依赖于适当标记蛋白质的定量荧光成像。光漂白中的荧光损失(FLIP)特别适合研究亨廷顿舞蹈病和其他多基因疾病细胞模型中的蛋白质聚集动力学,因为FLIP可以获得细胞几何强度变化的完整时空分布。与其他方法相比,在细胞室荧光损失的时间演变过程中,也可以看到暗淡的聚集体。然而,FLIP数据的计算分析方法比较稀疏,并且缺乏用于估计实验FLIP序列的输运和扩散参数的输运模型。结果:在本文中,我们提出了一种计算方法来分析细胞内聚谷氨酰胺蛋白聚集体(也称为包涵体(IBs))的FLIP成像实验。通过这种方法,我们可以确定聚q蛋白的扩散常数和核膜运输系数,以及聚集体与细胞质之间的交换率。我们的方法是基于反应-扩散多室模型,该模型定义在通过从FLIP序列中分割细胞图像获得的网格上。采用不连续伽辽金(DG)方法在fenic中进行数值实现,大大缩短了计算时间。将该方法应用于具有代表性的实验FLIP序列,得到了所有传输参数的一致估计。结论:通过使用我们新的计算FLIP方法直接估计活细胞图像序列的转运参数,可以揭示突变体亨廷顿蛋白在细胞质和暗ib之间惊人的快速交换动力学。这可能也与其他多q疾病有关。因此,我们的方法可以量化神经变性细胞模型中蛋白质聚集过程的不同阶段的蛋白质动力学。
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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A discontinuous Galerkin model for fluorescence loss in photobleaching of intracellular polyglutamine protein aggregates.

Background: Intracellular phase separation and aggregation of proteins with extended poly-glutamine (polyQ) stretches are hallmarks of various age-associated neurodegenerative diseases. Progress in our understanding of such processes heavily relies on quantitative fluorescence imaging of suitably tagged proteins. Fluorescence loss in photobleaching (FLIP) is particularly well-suited to study the dynamics of protein aggregation in cellular models of Chorea Huntington and other polyQ diseases, as FLIP gives access to the full spatio-temporal profile of intensity changes in the cell geometry. In contrast to other methods, also dim aggregates become visible during time evolution of fluorescence loss in cellular compartments. However, methods for computational analysis of FLIP data are sparse, and transport models for estimation of transport and diffusion parameters from experimental FLIP sequences are missing.

Results: In this paper, we present a computational method for analysis of FLIP imaging experiments of intracellular polyglutamine protein aggregates also called inclusion bodies (IBs). By this method, we can determine the diffusion constant and nuclear membrane transport coefficients of polyQ proteins as well as the exchange rates between aggregates and the cytoplasm. Our method is based on a reaction-diffusion multi-compartment model defined on a mesh obtained by segmentation of the cell images from the FLIP sequence. The discontinuous Galerkin (DG) method is used for numerical implementation of our model in FEniCS, which greatly reduces the computing time. The method is applied to representative experimental FLIP sequences, and consistent estimates of all transport parameters are obtained.

Conclusions: By directly estimating the transport parameters from live-cell image sequences using our new computational FLIP approach surprisingly fast exchange dynamics of mutant Huntingtin between cytoplasm and dim IBs could be revealed. This is likely relevant also for other polyQ diseases. Thus, our method allows for quantifying protein dynamics at different stages of the protein aggregation process in cellular models of neurodegeneration.

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BMC Biophysics
BMC Biophysics BIOPHYSICS-
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