geometrical configuration

简明释义

几何布置

英英释义

例句

1.The architect presented a new building design with a unique geometrical configuration that maximizes natural light.

建筑师展示了一种独特的几何配置的新建筑设计，最大限度地利用自然光。

2.In computer graphics, the geometrical configuration of 3D models is crucial for realistic rendering.

在计算机图形学中，3D模型的几何配置对于现实渲染至关重要。

3.The study of geometrical configuration in molecular biology helps to understand protein folding.

分子生物学中对几何配置的研究有助于理解蛋白质折叠。

4.Engineers must consider the geometrical configuration of parts when designing machinery.

工程师在设计机械时必须考虑零件的几何配置。

5.The geometrical configuration of the solar panels was optimized to capture maximum sunlight.

太阳能电池板的几何配置经过优化，以捕获最大阳光。

作文

In the realm of mathematics and physics, the term geometrical configuration refers to the arrangement or organization of points, lines, shapes, and spaces in a given context. Understanding geometrical configuration is crucial for various fields, including engineering, architecture, computer graphics, and even art. This concept allows us to analyze how different elements interact with one another and how they can be manipulated to achieve desired outcomes.For instance, in architecture, the geometrical configuration of a building plays a significant role in its aesthetic appeal and structural integrity. Architects must carefully consider the relationships between various shapes and forms to create visually pleasing and functional spaces. The use of symmetry, proportion, and balance can enhance the overall design, making it not only beautiful but also practical.In engineering, understanding geometrical configuration is essential for designing components that fit together seamlessly. For example, when creating machinery, engineers must ensure that the parts have the correct shapes and sizes to function efficiently. Any miscalculation in the geometrical configuration could lead to malfunctions or inefficiencies, ultimately affecting the performance of the entire system.Moreover, in the field of computer graphics, artists and developers rely heavily on the principles of geometrical configuration to create realistic images and animations. By manipulating the arrangement of objects in a three-dimensional space, they can produce stunning visuals that capture the viewer's attention. The ability to understand and apply geometrical configuration allows for the creation of immersive environments in video games and simulations.Additionally, the concept of geometrical configuration extends beyond technical applications. In art, artists often explore various configurations of shapes and colors to evoke emotions and convey messages. The arrangement of elements within a piece can significantly impact how it is perceived by the audience. For instance, a chaotic geometrical configuration might evoke feelings of confusion or tension, while a harmonious one could inspire tranquility and peace.Furthermore, the study of geometrical configuration is not limited to physical objects. In theoretical physics, researchers investigate the geometrical configuration of particles and forces in the universe. Understanding how these entities are arranged can provide insights into the fundamental laws governing our reality. This exploration can lead to groundbreaking discoveries and advancements in our comprehension of the cosmos.In conclusion, the term geometrical configuration encompasses a broad range of applications and implications across various disciplines. It serves as a foundational concept that helps us understand the relationships between different elements, whether in art, engineering, architecture, or science. By mastering the principles of geometrical configuration, individuals can enhance their problem-solving skills and creativity, paving the way for innovations that shape our world. As we continue to explore and manipulate geometrical configuration, we unlock new possibilities and deepen our appreciation for the intricate beauty of the universe around us.

在数学和物理的领域中，术语几何配置指的是在特定上下文中点、线、形状和空间的排列或组织。理解几何配置对于工程、建筑、计算机图形学甚至艺术等多个领域至关重要。这个概念使我们能够分析不同元素之间的相互作用，以及如何操控它们以达到预期的结果。例如，在建筑学中，建筑物的几何配置在其美学吸引力和结构完整性方面发挥着重要作用。建筑师必须仔细考虑各种形状和形式之间的关系，以创造出既美观又实用的空间。对称、比例和平衡的运用可以增强整体设计，使其不仅美丽而且实用。在工程学中，理解几何配置对于设计能够无缝结合的组件至关重要。例如，在创建机械时，工程师必须确保部件具有正确的形状和尺寸，以高效运作。任何在几何配置上的误算都可能导致故障或低效，最终影响整个系统的性能。此外，在计算机图形学领域，艺术家和开发者在创建逼真的图像和动画时，极大依赖于几何配置的原则。通过操控三维空间中物体的排列，他们可以制作出令人惊叹的视觉效果，吸引观众的注意。理解和应用几何配置的能力使得在视频游戏和模拟中创造身临其境的环境成为可能。此外，几何配置的概念并不仅限于技术应用。在艺术中，艺术家常常探索各种形状和颜色的配置，以唤起情感和传达信息。作品中元素的排列会显著影响观众的感知。例如，混乱的几何配置可能会引发困惑或紧张的感觉，而和谐的则可能激发宁静与平和。此外，几何配置的研究并不限于物理对象。在理论物理中，研究人员调查宇宙中粒子和力的几何配置。理解这些实体是如何排列的，可以为我们提供关于支配现实的基本法则的见解。这种探索可能导致突破性的发现，并推进我们对宇宙的理解。总之，术语几何配置涵盖了各个学科广泛的应用和含义。它作为一个基础概念，帮助我们理解不同元素之间的关系，无论是在艺术、工程、建筑还是科学中。通过掌握几何配置的原则，个人可以增强他们的问题解决能力和创造力，为塑造我们世界的创新铺平道路。随着我们继续探索和操控几何配置，我们解锁了新的可能性，加深了对我们周围宇宙复杂美的欣赏。