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Artificial Neural Networks as an Architectural Design Tool-Generating New Detail Forms Based On the Roman Corinthian Order Capital

机译:人工神经网络作为建筑设计工具生成新的详细信息,基于罗马科林斯人订单资本

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The following paper presents the results of the research in the field of the machine learning, investigating the scope of application of the artificial neural networks algorithms as a tool in architectural design. The computational experiment was held using the backward propagation of errors method of training the artificial neural network, which was trained based on the geometry of the details of the Roman Corinthian order capital. During the experiment, as an input training data set, five local geometry parameters combined has given the best results: Theta, Pi, Rho in spherical coordinate system based on the capital volume centroid, followed by Z value of the Cartesian coordinate system and a distance from vertical planes created based on the capital symmetry. Additionally during the experiment, artificial neural network hidden layers optimal count and structure was found, giving results of the error below 0.2% for the mentioned before input parameters. Once successfully trained artificial network, was able to mimic the details composition on any other geometry type given. Despite of calculating the transformed geometry locally and separately for each of the thousands of surface points, system could create visually attractive and diverse, complex patterns. Designed tool, based on the supervised learning method of machine learning, gives possibility of generating new architectural forms- free of the designer's imagination bounds. Implementing the infinitely broad computational methods of machine learning, or Artificial Intelligence in general, not only could accelerate and simplify the design process, but give an opportunity to explore never seen before, unpredictable forms or everyday architectural practice solutions.
机译:下文提出了在机器学习领域的研究结果,研究了人工神经网络算法作为建筑设计中的工具的应用范围。使用训练人工神经网络的误差方法的后向传播来保持计算实验,该方法是根据罗马钦林秩序资本细节的几何形状培训的。在实验期间,作为输入训练数据集,组合的五个局部几何参数组合给出了最佳结果:Theta,Pi,基于大写质心的球面坐标系中的rho,其次是笛卡尔坐标系的z值和距离根据基于大写对称创建的垂直平面。另外,在实验期间,发现人工神经网络隐藏层最佳计数和结构,在输入参数之前提到的误差低于0.2%。一旦成功培训的人工网络,就能模仿细节在给定的任何其他几何型上的细节。尽管为数以千计的地点点分别计算转化的几何形状,但系统可以创造视觉上有吸引力和多样化的复杂模式。基于机器学习的监督学习方法设计的工具,提供了产生新的建筑形式的可能性 - 没有设计师的想象力界。一般来说,实施机器学习的无限广泛的计算方法,或者人工智能,不仅可以加速和简化设计过程,而且可以有机会探索从未见过的,不可预测的形式或日常架构实践解决方案。

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