Leaf Morphology: An Interpretation of Fractals in Architectural Design

Anam Ali, Umar Ejaz, S. Khalid
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Abstract

Nature is the primary source of inspiration for human mind. Our world is full of interesting natural phenomena, organisms and systems that are essential for the existence of life on earth. Learning from nature is not a new concept. However, with the passage of time and the advancement of technology, the world has shifted to high tech strategies that are not sustainable in our natural context any more. Hence, scientists and designers are rethinking about sustainable solutions by taking inspiration from nature and with the help of advance technologies. Mathematics of self-similar shapes has existed for centuries. We have now realized that it is a natural phenomenon and is known as fractals. It is found everywhere, from trees to river networks, clouds to coral reefs, lighting to bird’s wings and vascular system of lungs to leaves. Fractals are never ending and infinitely complex patterns that are self-similar across different scales. Fractals create infinite complexity but in mathematics, it can be formulated thorough relatively simple equations. The idea is to study leaf morphology to understand the fractal pattern in leaf. Further, we want to explore the properties of leaf fractals so that we can use these arrangements in our architectural design.
叶形态:建筑设计中分形的解释
大自然是人类心灵灵感的主要来源。我们的世界充满了有趣的自然现象、生物体和系统,它们对地球上生命的存在至关重要。向自然学习并不是一个新概念。然而,随着时间的推移和技术的进步,世界已经转向高科技战略,这在我们的自然环境中不再是可持续的。因此,科学家和设计师正在从自然中汲取灵感,在先进技术的帮助下,重新思考可持续的解决方案。自相似形状的数学已经存在了几个世纪。我们现在已经意识到这是一种自然现象,被称为分形。它无处不在,从树木到河流网络,从云层到珊瑚礁,从灯光到鸟的翅膀,从肺的血管系统到树叶。分形是永无止境的、无限复杂的图案,在不同的尺度上是自相似的。分形创造了无限的复杂性,但在数学中,它可以通过相对简单的方程来表述。这个想法是通过研究叶子的形态来理解叶子的分形图案。此外,我们想要探索叶分形的性质,以便我们可以在我们的建筑设计中使用这些排列。
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