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Modeling Polar Growth of Plant Cell Walls

机译:模拟植物细胞壁的极性生长

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摘要

Finite element analysis is a numerical technique for modeling the behavior and mechanics of physical systems, especially complicated systems that change over time, such as load-bearing structures (it is used extensively in civil engineering and aeronautics), but also fluid flow, weather patterns, and a variety of other phenomena. The method involves finding approximate solutions to complex problems, which allows for modeling the behavior of structures with complicated geometry and material properties. Given this description, it is no surprise that finite element analysis might be a good approach for modeling the behavior of plant cell growth. Fayant et al. (pages 2579–2593) explore the use of finite element analysis to model the polar growth of pollen tubes. The authors argue that understanding the biomechanical underpinnings of cellular growth will help to focus attention on key biochemical and molecular pathways that govern this process. The resulting model shows how the distribution of mechanical properties at the pollen tube apex controls its shape and growth and further predicts that the biochemical properties of pectin play a key role in determining cell shape.
机译:有限元分析是一种数值技术,用于对物理系统(尤其是随时间变化的复杂系统)的行为和力学建模的模型,例如承重结构(广泛用于土木工程和航空工程),以及流体流动,天气模式,以及其他各种现象。该方法涉及找到复杂问题的近似解,从而可以对具有复杂几何形状和材料属性的结构的行为进行建模。鉴于此描述,有限元分析可能是一种用于模拟植物细胞生长行为的好方法也就不足为奇了。 Fayant等。 (第2579–2593页)探讨了使用有限元分析对花粉管的极性生长进行建模的方法。作者认为,了解细胞生长的生物力学基础将有助于将注意力集中在控制该过程的关键生物化学和分子途径上。所得模型显示了花粉管顶点的机械性能分布如何控制其形状和生长,并进一步预测果胶的生化特性在确定细胞形状中起关键作用。

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