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首页> 外文期刊>PLoS Computational Biology >Mathematical model studies of the comprehensive generation of major and minor phyllotactic patterns in plants with a predominant focus on orixate phyllotaxis
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Mathematical model studies of the comprehensive generation of major and minor phyllotactic patterns in plants with a predominant focus on orixate phyllotaxis

机译:数学模型研究植物中主要和次要的叶序模式的综合生成,主要侧重于orixate的叶序

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Author summary Phyllotaxis, the beautiful geometry of plant-leaf arrangement around the stem, has long attracted the attention of researchers of biological-pattern formation. Many mathematical models, as typified by those of Douady and Couder (alternate-specific form, DC1; more generalized form, DC2), have been proposed for phyllotactic patterning, mostly based on the notion that a repulsive interaction between leaf primordia spatially regulates primordium initiation. In the framework of DC models, which assume that each primordium emits a constant power that inhibits new primordium formation and that this inhibitory effect decreases with distance, the major types (but not all types) of phyllotaxis can occur as stable patterns. Orixate phyllotaxis, which has a tetrastichous alternate pattern with a four-cycle sequence of the divergence angle, is an interesting example of an unaddressed phyllotaxis type. Here, we examined DC models regarding the ability to produce orixate phyllotaxis and found that model expansion by introducing primordial age-dependent changes of the inhibitory power is absolutely necessary for the establishment of orixate phyllotaxis. The simulation results obtained using the expanded version of DC2 (EDC2) fitted well the natural distribution of phyllotactic patterns. Our findings imply that changing the inhibitory power is generally an important component of the phyllotactic patterning mechanism.
机译:作者摘要音轴,茎周围植物-叶片排列的美丽几何形状,长期以来一直引起生物图案形成研究人员的注意。已经提出了以杜阿迪和库德(Douady和Couder)为代表的许多数学模型(替代形式,DC1;更广义的形式,DC2),用于叶序构图,主要基于以下观点:叶原基之间的排斥相互作用在空间上调节了原基的起始。 。在DC模型的框架中,假设每个原基发出恒定的功率来抑制新原基的形成,并且这种抑制作用随距离的增加而降低,则主要类型(但不是所有类型)的叶序可以稳定的模式出现。 Orixate phyllotaxis,具有四针脚交替模式与发散角的四个周期序列,是未解决的phyllotaxis类型的一个有趣的例子。在这里,我们检查了有关产生狐尾轴的能力的DC模型,并发现通过引入原始的年龄依赖性抑制力变化来扩展模型对于确立狐尾轴是绝对必要的。使用扩展版本的DC2(EDC2)获得的模拟结果很好地拟合了叶序模式的自然分布。我们的发现表明,改变抑制能力通常是叶序构图机制的重要组成部分。

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