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The filling law: A general framework for leaf folding and its consequences on leaf shape diversity

机译:填补法:叶片折叠的一般框架及其对叶形多样性的后果

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摘要

Leaves are packed in a bud in different ways, being flat, rolled, or folded, but always filling the whole bud volume. This "filling law" has many consequences, in particular on the shapes of growing folded leaves. This is shown here for different types of folding and packing. The folded volume is roughly a part of an ellipsoid, with the veins on the outside rounded face and the lamina margin on the adaxial plane. The veins on the abaxial side protect the fragile lamina inside. The first general consequence of the folds and the space limitation of the lamina growth is the presence of symmetries on the leaf shape, and the second is the quantitative relationships between the sizes of the lobes and sinuses. For particular geometries, the leaf lamina can be limited by lateral veins, creating spoon-like lobes, or tangent cuts, creating asymmetrical wavy perimeters. Changes in the packing between different cultivars correspond to changes in the mature leaf shapes. Each particular case shows how pervasive the geometrical consequences of the filling law are.
机译:叶子以不同的方式包装在芽中,扁平,滚动或折叠,但总是填充整个芽体积。这种“填充法”具有许多后果,特别是在生长折叠叶子的形状上。这在此显示出不同类型的折叠和包装。折叠的体积大致是椭圆体的一部分,静脉上的脉冲围栏上的静脉和椎板边缘在相加平面上。在轴向侧的静脉保护脆弱的椎板内。折叠和薄层生长的空间限制的第一一般后果是叶形上存在对称性,第二是叶片和鼻窦尺寸之间的定量关系。对于特定的几何形状,叶片薄膜可以受到侧面的限制,产生勺状叶片或切割切割,产生不对称的波浪周长。不同品种之间包装的变化对应于成熟叶片形状的变化。每个特定案例都显示出普及填充法的几何后果。

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