dimetric system

简明释义

四方晶系;

英英释义

例句

1.The dimetric system 双测系统 allows for a more accurate representation of objects in engineering drawings.

在工程图纸中，dimetric system 双测系统 允许对物体进行更准确的表示。

2.In video game design, a dimetric system 双测系统 can enhance the visual experience by providing a unique perspective.

在视频游戏设计中，dimetric system 双测系统 可以通过提供独特的视角来增强视觉体验。

3.The dimetric system 双测系统 is particularly useful in technical illustrations where clarity is crucial.

在技术插图中，dimetric system 双测系统 特别有用，因为清晰度至关重要。

4.In architectural design, a dimetric system 双测系统 is often used to create a three-dimensional effect on a two-dimensional surface.

在建筑设计中，dimetric system 双测系统 常用于在二维表面上创建三维效果。

5.Artists often use a dimetric system 双测系统 to depict depth and perspective in their paintings.

艺术家常常使用 dimetric system 双测系统 在他们的画作中描绘深度和透视。

作文

In the realm of geometry and design, understanding various systems of measurement is crucial for accurate representation and construction. One such system is the dimetric system, which is particularly significant in technical drawing and architectural design. The term dimetric system refers to a type of axonometric projection where two of the three axes are equally foreshortened, while the third axis is scaled differently. This unique approach allows for a more visually comprehensible representation of three-dimensional objects on a two-dimensional plane.The dimetric system is often used in engineering and architectural plans because it provides a clear depiction of an object's dimensions without the distortion that can occur with perspective drawings. By using this system, designers can ensure that measurements are accurate and easily interpreted by those who will use the plans for construction or manufacturing.In practical applications, the dimetric system enhances clarity in the presentation of complex structures. For instance, when designing a building, architects can utilize this system to present floor plans, elevations, and sections in a way that highlights the relationships between different components. This is particularly useful in conveying how various elements fit together within the overall design.Moreover, the dimetric system is not only beneficial for professionals but also for students learning about design and architecture. By mastering this system, students can develop a better understanding of spatial relationships and improve their ability to visualize and communicate ideas effectively. It serves as a foundational tool that bridges the gap between theoretical knowledge and practical application.One of the most notable features of the dimetric system is its flexibility. Designers can choose how they want to represent the third axis, allowing for creative freedom while maintaining structural integrity. This adaptability makes it a preferred choice among many professionals who seek to balance artistic expression with functional design.Additionally, the dimetric system can be seen in various forms of media beyond technical drawings. For example, in video game design and animation, this system can create visually appealing environments that allow players to navigate through three-dimensional spaces while still providing a sense of depth and realism. This application underscores the importance of the dimetric system in contemporary visual arts, where the principles of geometry play a pivotal role in engaging audiences.In conclusion, the dimetric system is an essential concept in the fields of geometry, architecture, and design. Its ability to represent three-dimensional objects accurately on a two-dimensional surface makes it invaluable for professionals and students alike. As technology continues to evolve, the relevance of the dimetric system remains steadfast, proving that understanding such systems is key to successful design and communication in various disciplines. By appreciating the nuances of the dimetric system, individuals can enhance their skills and contribute meaningfully to their respective fields, ensuring that the art of design continues to thrive in our increasingly complex world.

在几何和设计领域，理解各种测量系统对于准确的表现和构建至关重要。其中一个系统是二向度系统，它在技术绘图和建筑设计中尤为重要。术语二向度系统指的是一种轴测投影，其中三个轴中的两个等比例缩短，而第三个轴则以不同的比例缩放。这种独特的方法允许在二维平面上更清晰地表示三维物体。二向度系统通常用于工程和建筑图纸，因为它提供了物体尺寸的清晰描绘，而不会出现透视绘图可能带来的失真。通过使用该系统，设计师可以确保测量准确，并且易于被那些将使用这些计划进行建设或制造的人解读。在实际应用中，二向度系统提高了复杂结构展示的清晰度。例如，在设计建筑时，建筑师可以利用该系统呈现平面图、立面图和剖面图，以突出不同组件之间的关系。这在传达各种元素如何在整体设计中契合时尤其有用。此外，二向度系统不仅对专业人士有益，也对学习设计和建筑的学生有帮助。通过掌握该系统，学生可以更好地理解空间关系，提高有效可视化和沟通想法的能力。它作为一项基础工具，架起了理论知识与实际应用之间的桥梁。二向度系统最显著的特点之一是其灵活性。设计师可以选择如何表示第三个轴，从而在保持结构完整性的同时实现创意自由。这种适应性使其成为许多寻求在艺术表达与功能设计之间取得平衡的专业人士的首选。此外，二向度系统还可以在技术绘图之外的各种媒体形式中看到。例如，在视频游戏设计和动画中，该系统可以创建视觉上吸引人的环境，使玩家能够在三维空间中导航，同时仍然提供深度和真实感的感觉。这一应用强调了二向度系统在当代视觉艺术中的重要性，在这些艺术中，几何原理在吸引观众方面发挥着关键作用。总之，二向度系统是几何、建筑和设计领域的一个基本概念。它能够准确地在二维表面上表示三维物体，使其对专业人士和学生都具有不可或缺的价值。随着技术的不断发展，二向度系统的相关性依然坚定，证明了理解此类系统是成功设计和沟通的关键。通过欣赏二向度系统的细微差别，个人可以提升自己的技能，并为各自的领域做出有意义的贡献，确保设计艺术在我们日益复杂的世界中继续蓬勃发展。