compound fold

简明释义

1. 复合褶皱; 2. 复式褶曲;

英英释义

例句

1.To pack the tent efficiently, we utilized a compound fold technique.

为了高效地打包帐篷，我们使用了一个复合折叠技术。

2.In sewing, a compound fold is often used to create pleats in the fabric.

在缝纫中，复合折叠通常用于在面料中创建褶皱。

3.The engineer explained that a compound fold can provide additional strength to the structure.

工程师解释说，复合折叠可以为结构提供额外的强度。

4.When creating origami, the artist used a compound fold to achieve a more complex design.

在制作折纸时，艺术家使用了一个复合折叠来实现更复杂的设计。

5.The architect incorporated a compound fold in the roof design for aesthetic appeal.

建筑师在屋顶设计中融入了一个复合折叠以增强美观性。

作文

In the world of origami, the art of paper folding is not merely about creating simple shapes; it is a complex interplay of techniques and creativity. One of the most fascinating techniques used in advanced origami is the concept of compound fold. A compound fold refers to a folding technique that combines multiple folds into a single, cohesive structure. This method allows for intricate designs that can transform a flat piece of paper into a three-dimensional masterpiece. Understanding how to execute a compound fold requires both skill and patience, as it often involves layering different folds that work together to create depth and detail.The beauty of a compound fold lies in its ability to enhance the overall design of an origami piece. For instance, when creating a complex animal model, artists often utilize compound folds to add features such as wings, tails, or facial details. Each fold must be precise, as even the slightest miscalculation can alter the intended outcome. This aspect of origami teaches us the importance of attention to detail and the value of practice. As one becomes more familiar with compound folds, they can experiment with different combinations, leading to unique and innovative designs.Moreover, the application of compound folds extends beyond traditional origami. In fields such as architecture and product design, the principles of folding are employed to create structures that are both aesthetically pleasing and functional. Architects may use compound folds to design buildings that incorporate dynamic shapes and forms, allowing for greater flexibility in space utilization. Similarly, product designers might implement compound folds in packaging, making it easier to transport items while also ensuring that the packaging is visually appealing.Learning about compound folds can also foster a deeper appreciation for the mathematical concepts involved in origami. The angles, measurements, and geometric relationships present in compound folds reflect the intersection of art and mathematics. By studying these relationships, individuals can gain insights into spatial reasoning and problem-solving skills. This educational aspect of origami is particularly valuable for students, as it provides a hands-on approach to learning that can enhance their understanding of mathematical principles.In conclusion, the compound fold is a remarkable technique that embodies the essence of origami. It challenges the creator to think critically and creatively, pushing the boundaries of what can be achieved with a simple sheet of paper. Whether in the context of art, design, or education, compound folds have the potential to inspire innovation and foster a deeper understanding of the world around us. As we continue to explore the possibilities of this technique, we are reminded of the intricate connections between creativity, mathematics, and the physical world. Embracing the art of the compound fold not only enriches our artistic endeavors but also enhances our problem-solving abilities and appreciation for the beauty of design.

在折纸的世界中，纸张折叠的艺术不仅仅是创建简单的形状；它是技术与创造力的复杂交织。高级折纸中使用的一个最迷人的技术是复合折叠的概念。复合折叠指的是将多重折叠结合成一个统一结构的折叠技术。这种方法允许制作复杂的设计，可以将一张平面纸张转变为三维杰作。理解如何执行复合折叠需要技巧和耐心，因为它通常涉及不同折叠的分层，这些折叠共同作用以创造深度和细节。复合折叠的美在于其增强了折纸作品整体设计的能力。例如，在创建复杂的动物模型时，艺术家们常常利用复合折叠来添加翅膀、尾巴或面部细节等特征。每一个折叠都必须精准，因为即使是最轻微的计算错误也会改变预期的结果。折纸的这一方面教会我们关注细节的重要性和实践的价值。随着人们对复合折叠的熟悉，他们可以尝试不同的组合，从而产生独特而富有创意的设计。此外，复合折叠的应用超越了传统的折纸。在建筑和产品设计等领域，折叠的原理被用来创造既美观又实用的结构。建筑师可能会使用复合折叠来设计包含动态形状和形式的建筑，从而更灵活地利用空间。同样，产品设计师可能会在包装中实施复合折叠，使运输物品更容易，同时确保包装在视觉上也很吸引人。学习复合折叠还可以培养对折纸中涉及的数学概念的更深刻理解。复合折叠中的角度、测量和几何关系反映了艺术与数学的交集。通过研究这些关系，个人可以获得对空间推理和解决问题技能的洞察。这种折纸的教育方面对学生尤其有价值，因为它提供了一种动手学习的方法，可以增强他们对数学原理的理解。总之，复合折叠是一种非凡的技术，体现了折纸的本质。它挑战创作者进行批判性和创造性思考，推动了纸张使用的界限。无论是在艺术、设计还是教育的背景下，复合折叠都有潜力激发创新，促进对我们周围世界的更深刻理解。当我们继续探索这一技术的可能性时，我们被提醒了创造力、数学和物理世界之间的复杂联系。拥抱复合折叠的艺术不仅丰富了我们的艺术追求，还增强了我们的解决问题能力和对设计之美的欣赏。