absolute coordinate system

简明释义

绝对坐标系

英英释义

例句

1.When mapping a city, urban planners rely on an absolute coordinate system 绝对坐标系统 to accurately place buildings and roads.

在城市制图时，城市规划者依赖于绝对坐标系统 absolute coordinate system 来准确地放置建筑和道路。

2.In robotics, the robot's movements are often calculated using an absolute coordinate system 绝对坐标系统 to ensure precision.

在机器人技术中，机器人的运动通常使用绝对坐标系统 absolute coordinate system 进行计算，以确保精确性。

3.The navigation software operates on an absolute coordinate system 绝对坐标系统 to guide drivers accurately.

导航软件使用绝对坐标系统 absolute coordinate system 来准确引导驾驶员。

4.In computer graphics, an absolute coordinate system 绝对坐标系统 is essential for rendering objects in a 3D space.

在计算机图形学中，绝对坐标系统 absolute coordinate system 对于在3D空间中渲染物体至关重要。

5.The GPS technology uses an absolute coordinate system 绝对坐标系统 to provide location data to users.

GPS技术使用绝对坐标系统 absolute coordinate system 向用户提供位置信息。

作文

In the field of mathematics and physics, understanding the concept of an absolute coordinate system is crucial for accurately describing the position of objects in space. An absolute coordinate system refers to a fixed reference framework that allows us to define the location of points or objects using specific coordinates. Unlike relative coordinate systems, which depend on the position of other objects, the absolute coordinate system provides a universal standard that is not influenced by external factors.To illustrate this concept, consider a simple example of a two-dimensional plane. In an absolute coordinate system, each point is defined by its distance from two perpendicular axes, typically labeled as the x-axis and y-axis. For instance, the coordinates (3, 4) would indicate a point located three units along the x-axis and four units along the y-axis. This method of defining positions is essential in various applications, such as computer graphics, engineering, and navigation.One of the key advantages of using an absolute coordinate system is its consistency. Because the coordinates are fixed, anyone using this system can easily communicate the location of an object without ambiguity. For example, if a designer wants to place an element at a specific location on a webpage, they can use the absolute coordinate system to provide exact measurements that ensure the design appears correctly across different devices and screens.Moreover, the absolute coordinate system plays a significant role in physics, particularly in mechanics. When analyzing the motion of an object, scientists often rely on this system to track the object's trajectory. By establishing an absolute coordinate system, researchers can measure the object's displacement, velocity, and acceleration with precision. This level of accuracy is vital for experiments and simulations that require reliable data.However, it is also important to recognize the limitations of an absolute coordinate system. In some scenarios, particularly in complex environments, the fixed nature of this system may not be practical. For instance, in robotics, a robot navigating through a dynamic space may benefit more from a relative coordinate system that allows it to adapt its movements based on the positions of nearby objects. Thus, while the absolute coordinate system provides a solid foundation for many applications, it is essential to choose the right system based on the specific requirements of a task.In conclusion, the absolute coordinate system is a fundamental concept in mathematics and science that enables precise location tracking and communication. Its fixed nature offers consistency and clarity, making it a preferred choice in various fields. Nonetheless, understanding when and how to apply the absolute coordinate system versus other systems is critical for achieving optimal results in practical applications. As technology continues to advance, the relevance of the absolute coordinate system remains significant, serving as a cornerstone for many innovations in spatial analysis and design.

在数学和物理学领域，理解绝对坐标系统的概念对于准确描述空间中物体的位置至关重要。绝对坐标系统指的是一个固定的参考框架，使我们能够使用特定的坐标来定义点或物体的位置。与依赖其他物体位置的相对坐标系统不同，绝对坐标系统提供了一个不受外部因素影响的普遍标准。为了说明这个概念，可以考虑一个简单的二维平面示例。在绝对坐标系统中，每个点由其与两个垂直轴的距离来定义，这两个轴通常标记为x轴和y轴。例如，坐标(3, 4)表示一个点位于x轴上三单位和y轴上四单位的位置。这种定义位置的方法在计算机图形、工程和导航等各种应用中至关重要。使用绝对坐标系统的主要优点之一是它的一致性。由于坐标是固定的，任何使用该系统的人都可以轻松地传达物体的位置而不会产生歧义。例如，如果设计师希望在网页上放置一个元素，他们可以使用绝对坐标系统提供精确的测量，以确保设计在不同设备和屏幕上的显示正确。此外，绝对坐标系统在物理学中也发挥着重要作用，特别是在力学中。当分析物体的运动时，科学家通常依赖这一系统来跟踪物体的轨迹。通过建立绝对坐标系统，研究人员可以精确测量物体的位移、速度和加速度。这种精确度对于需要可靠数据的实验和模拟至关重要。然而，也必须认识到绝对坐标系统的局限性。在某些场景中，尤其是在复杂环境中，这一系统的固定性质可能不够实用。例如，在机器人技术中，机器人在动态空间中导航时，可能更受益于相对坐标系统，这样可以根据附近物体的位置调整其运动。因此，尽管绝对坐标系统为许多应用提供了坚实的基础，但根据任务的具体要求选择合适的系统至关重要。总之，绝对坐标系统是数学和科学中的一个基本概念，使得精确的位置跟踪和通信成为可能。其固定的特性提供了一致性和清晰度，使其在各个领域成为首选。然而，理解何时以及如何应用绝对坐标系统与其他系统之间的区别，对于在实际应用中取得最佳结果至关重要。随着科技的不断进步，绝对坐标系统的相关性仍然显著，作为空间分析和设计许多创新的基石。