isometric system

简明释义

等轴晶系

英英释义

例句

1.Artists often use an isometric system 等距系统 to create 3D effects in their drawings.

艺术家们常常使用等距系统在他们的画作中创造三维效果。

2.The isometric system 等距系统 allows for accurate measurements in three-dimensional space.

该等距系统允许在三维空间中进行准确测量。

3.The isometric system 等距系统 is crucial for creating precise architectural plans.

该等距系统对于创建精确的建筑平面图至关重要。

4.In video game design, an isometric system 等距系统 helps in rendering graphics from a fixed angle.

在视频游戏设计中，等距系统有助于从固定角度渲染图形。

5.In engineering, an isometric system 等距系统 can help visualize complex structures in a simplified manner.

在工程中，一个等距系统可以帮助以简化的方式可视化复杂结构。

作文

The concept of an isometric system is pivotal in various fields, including physics, engineering, and computer graphics. An isometric system refers to a system where measurements are made in such a way that the dimensions remain constant, regardless of the perspective from which they are viewed. This principle is essential for accurately representing three-dimensional objects on two-dimensional surfaces, such as in technical drawings or video game design.In physics, the isometric system is often related to isometric exercises, where the muscle length does not change during contraction. This type of exercise is vital for strength training and rehabilitation, as it allows individuals to build muscle without putting undue stress on their joints. For instance, pushing against a wall is an example of an isometric exercise, as the muscles engage without changing length.From an engineering standpoint, understanding the isometric system is critical when designing structures. Engineers must ensure that the dimensions of their designs maintain integrity under various conditions. In this context, an isometric system helps in visualizing and planning out how forces will act upon a structure, ensuring safety and stability.In the realm of computer graphics, the isometric system is used to create visually appealing and functional representations of three-dimensional spaces. Isometric projection allows designers to depict three-dimensional objects in two dimensions while maintaining the proportions and angles. This technique is widely used in video games and architectural designs, providing players and clients with a clear view of the environment without distortion.One of the key benefits of using an isometric system in design and representation is that it simplifies complex structures. By maintaining consistent angles and dimensions, designers can communicate their ideas more effectively. For example, in a video game, an isometric view allows players to navigate the environment easily, as they can see multiple sides of an object simultaneously. This enhances the gameplay experience and provides clarity in navigation.Moreover, the isometric system can be applied in data visualization. When presenting data, maintaining proportionality is crucial for accurate interpretation. Using an isometric system in charts and graphs helps viewers understand relationships between different data points without misrepresentation. This application is particularly important in fields such as economics and health sciences, where data accuracy can significantly impact decision-making.In conclusion, the isometric system is a fundamental concept that transcends various disciplines. Whether in physical training, engineering design, computer graphics, or data visualization, the principles of isometry provide a framework for understanding and representing complex systems. As technology advances, the applications of the isometric system will continue to evolve, enhancing our ability to visualize and interact with the world around us. Understanding this concept not only enriches our knowledge but also improves our practical skills in numerous fields, making it an invaluable asset in both academic and professional settings.

‘等距系统’的概念在物理学、工程学和计算机图形学等多个领域中都至关重要。‘等距系统’是指一种测量方式，无论从哪个角度观察，尺寸保持不变的系统。这个原则对于在二维表面上准确表示三维物体至关重要，例如在技术图纸或电子游戏设计中。在物理学中，‘等距系统’通常与等距运动有关，其中肌肉在收缩过程中长度不变。这种类型的锻炼对力量训练和康复非常重要，因为它允许个人在不对关节施加过大压力的情况下增强肌肉。例如，推墙就是一种等距运动的例子，因为肌肉在参与时并没有改变长度。从工程的角度来看，理解‘等距系统’在设计结构时至关重要。工程师必须确保他们设计的尺寸在各种条件下保持完整性。在这种情况下，‘等距系统’有助于可视化和规划力量如何作用于结构，从而确保安全和稳定。在计算机图形学领域，‘等距系统’被用于创建视觉上吸引人且功能齐全的三维空间表示。等距投影允许设计师在保持比例和角度的同时，将三维物体描绘为二维。这种技术广泛应用于视频游戏和建筑设计，为玩家和客户提供清晰的环境视图，而没有失真。使用‘等距系统’进行设计和表示的一个关键好处是，它简化了复杂结构。通过保持一致的角度和尺寸，设计师可以更有效地传达他们的想法。例如，在视频游戏中，等距视图使玩家能够轻松导航环境，因为他们可以同时看到物体的多个侧面。这增强了游戏体验，并提供了清晰的导航。此外，‘等距系统’还可以应用于数据可视化。在展示数据时，保持比例至关重要，以确保准确解读。在图表和图形中使用‘等距系统’有助于观众理解不同数据点之间的关系，而不会出现误表示。这一应用在经济学和健康科学等领域尤为重要，因为数据的准确性可能会显著影响决策。总之，‘等距系统’是一个基本概念，跨越多个学科。无论是在身体训练、工程设计、计算机图形学还是数据可视化中，等距的原则都提供了理解和表示复杂系统的框架。随着技术的进步，‘等距系统’的应用将继续演变，增强我们可视化和与周围世界互动的能力。理解这一概念不仅丰富了我们的知识，也提高了我们在众多领域的实践技能，使其在学术和专业环境中成为一项宝贵的资产。