geometric outline

简明释义

几何学的轮廓

英英释义

例句

1.The designer incorporated a geometric outline in the logo to make it more visually appealing.

设计师在标志中融入了几何轮廓，使其更具视觉吸引力。

2.In architecture, a geometric outline can help define the structure's overall form.

在建筑中，几何轮廓可以帮助定义结构的整体形状。

3.Children often learn shapes by tracing geometric outlines in their art classes.

孩子们通常通过在美术课上描摹几何轮廓来学习形状。

4.The artist used a geometric outline to create a modern look in her painting.

这位艺术家使用了几何轮廓来为她的画作创造一种现代感。

5.The infographic featured a clear geometric outline that highlighted key data points.

信息图表展示了一个清晰的几何轮廓，突出了关键数据点。

作文

In the world of art and design, the concept of a geometric outline (几何轮廓) plays a crucial role in shaping our visual experiences. A geometric outline refers to the basic shape or form of an object defined by geometric figures such as circles, squares, triangles, and other polygons. These outlines serve as the foundation upon which more complex designs are built, allowing artists and designers to manipulate space and form effectively.One of the most significant aspects of using geometric outlines is their ability to create a sense of structure and order within a composition. For example, when an artist begins a painting, they often start with simple geometric outlines to map out the placement of elements in the artwork. This initial step ensures that the proportions and relationships between different components are balanced and harmonious.Moreover, geometric outlines can evoke various emotions and reactions from viewers. In modern art, artists frequently use abstract forms that rely heavily on geometric outlines to challenge traditional perceptions of beauty and representation. By stripping away intricate details and focusing on fundamental shapes, they invite the audience to engage with the work on a more conceptual level, prompting discussions about form, color, and meaning.In graphic design, the application of geometric outlines is equally essential. Designers utilize these outlines to create logos, advertisements, and user interfaces that are visually appealing and easy to understand. A well-designed logo often incorporates a strong geometric outline that makes it instantly recognizable. For instance, the logo of a tech company might feature sharp angles and clean lines, emphasizing innovation and efficiency. The simplicity of the geometric outline allows the logo to be versatile across various media while maintaining its identity.Additionally, geometric outlines have practical applications in architecture and urban planning. Architects often begin their designs with geometric outlines to establish the overall form of a building. This approach not only helps in visualizing the final product but also assists in ensuring that the structure is functional and aesthetically pleasing. By employing geometric outlines, architects can create spaces that are both innovative and grounded in mathematical principles, resulting in buildings that are not only beautiful but also structurally sound.Furthermore, the study of geometric outlines extends beyond the arts and into mathematics and science. In geometry, understanding the properties of shapes and their outlines is fundamental for solving problems related to area, volume, and symmetry. Educators often use geometric outlines in teaching to help students grasp these concepts visually, making learning more engaging and effective.In conclusion, the significance of geometric outlines (几何轮廓) spans across various fields, including art, design, architecture, and education. Their ability to provide structure, evoke emotions, and facilitate understanding makes them an invaluable tool for creators and educators alike. As we continue to explore and innovate within these disciplines, the geometric outline will undoubtedly remain a fundamental element in the creation of meaningful and impactful work.

在艺术和设计的世界中，几何轮廓（geometric outline）的概念在塑造我们的视觉体验方面发挥着至关重要的作用。几何轮廓是指由几何图形（如圆形、正方形、三角形和其他多边形）定义的对象的基本形状或形式。这些轮廓作为更复杂设计的基础，使艺术家和设计师能够有效地操控空间和形状。使用几何轮廓的一个重要方面是它们在作品中创造结构感和秩序感的能力。例如，当艺术家开始绘画时，他们通常会先用简单的几何轮廓来规划作品中元素的放置。这一步骤确保了不同组件之间的比例和关系是平衡和和谐的。此外，几何轮廓能够引发观众的各种情感和反应。在现代艺术中，艺术家们经常使用依赖于几何轮廓的抽象形式，以挑战传统的美和表现观念。通过剥离复杂的细节并专注于基本形状，他们邀请观众以更概念化的层面与作品互动，促使人们讨论形式、颜色和意义。在平面设计中，几何轮廓的应用同样至关重要。设计师利用这些轮廓创建视觉吸引力强且易于理解的标志、广告和用户界面。一个设计良好的标志通常包含强烈的几何轮廓，使其瞬间可识别。例如，一家科技公司的标志可能具有锐利的角度和干净的线条，强调创新和效率。几何轮廓的简单性使得标志在各种媒体上都能保持其身份。此外，几何轮廓在建筑和城市规划中也有实际应用。建筑师通常以几何轮廓开始他们的设计，以建立建筑的整体形式。这种方法不仅有助于可视化最终产品，还帮助确保结构既功能性又美观。通过采用几何轮廓，建筑师可以创造出既创新又基于数学原理的空间，从而使建筑不仅美丽而且结构稳固。此外，几何轮廓的研究不仅限于艺术，还扩展到数学和科学。在几何学中，理解形状及其轮廓的性质是解决与面积、体积和对称性相关问题的基础。教育工作者通常在教学中使用几何轮廓，以帮助学生直观地掌握这些概念，使学习变得更加生动和有效。总之，几何轮廓（geometric outline）的重要性跨越了多个领域，包括艺术、设计、建筑和教育。它们提供结构、唤起情感和促进理解的能力，使其成为创作者和教育工作者不可或缺的工具。随着我们在这些学科中继续探索和创新，几何轮廓无疑将继续作为创造有意义和影响力作品的基本元素。