minimum distance

简明释义

最小距离

英英释义

例句

1.The GPS system calculates the minimum distance 最小距离 between your current location and the destination.

GPS系统计算您当前位置与目的地之间的最小距离。

2.To ensure safety, there should be a minimum distance 最小距离 of 10 meters between the two construction sites.

为了确保安全，两个建筑工地之间应有最小距离为10米。

3.The airline requires a minimum distance 最小距离 of 30 inches between seats for comfort.

航空公司要求座位之间的最小距离为30英寸，以确保舒适。

4.In environmental studies, researchers often measure the minimum distance 最小距离 from pollution sources to residential areas.

在环境研究中，研究人员通常测量污染源与住宅区之间的最小距离。

5.During the marathon, participants must maintain a minimum distance 最小距离 of 1 meter from each other.

在马拉松比赛中，参赛者必须保持彼此之间的最小距离为1米。

作文

In the realm of mathematics and physics, the concept of minimum distance plays a crucial role in various applications. The term minimum distance refers to the shortest possible length between two points in a given space. This idea is not only fundamental in geometry but also has significant implications in fields such as computer science, engineering, and even social sciences. Understanding this concept can lead to more efficient solutions in real-world problems.For instance, when designing a transportation system, engineers must consider the minimum distance between stations to ensure that they are accessible to the maximum number of people while minimizing costs. If the stations are too far apart, it may discourage people from using public transport, leading to increased traffic congestion and pollution. Conversely, if they are too close together, the system may become inefficient and costly to operate. Therefore, finding the optimal minimum distance is essential for creating an effective transportation network.In the field of computer science, the minimum distance concept is equally significant. For example, in data storage systems, the minimum distance between bits of information can influence the reliability and speed of data retrieval. Error-correcting codes rely on the minimum distance between codewords to detect and correct errors that may occur during data transmission. A higher minimum distance allows for better error correction capabilities, which is critical in ensuring the integrity of data in communication systems.Moreover, the minimum distance principle can be applied to social sciences, particularly in urban planning and community development. City planners often analyze the minimum distance between essential services like schools, hospitals, and grocery stores to ensure that residents have easy access to these amenities. By optimizing the minimum distance between services, planners can enhance the quality of life for residents and promote a more sustainable urban environment.In conclusion, the concept of minimum distance is not merely a mathematical abstraction; it is a practical tool that can be applied across various disciplines. Whether in transportation, computer science, or urban planning, understanding and applying the principles of minimum distance can lead to more effective and efficient solutions to complex problems. As we continue to face challenges in our modern world, the ability to calculate and optimize minimum distance will remain an invaluable skill for future generations.

在数学和物理的领域中，最小距离的概念在各种应用中发挥着至关重要的作用。术语最小距离指的是在给定空间中两点之间的最短可能长度。这个想法不仅在几何学中是基础性的，而且在计算机科学、工程甚至社会科学等领域也具有重要意义。理解这个概念可以为现实问题提供更有效的解决方案。例如，在设计交通系统时，工程师必须考虑车站之间的最小距离，以确保它们对尽可能多的人可达，同时降低成本。如果车站之间的距离太远，可能会阻止人们使用公共交通，导致交通拥堵和污染加剧。相反，如果它们之间的距离太近，系统可能变得低效且运营成本高。因此，寻找最佳的最小距离对于创建有效的交通网络至关重要。在计算机科学领域，最小距离的概念同样重要。例如，在数据存储系统中，信息位之间的最小距离会影响数据检索的可靠性和速度。纠错码依赖于代码字之间的最小距离来检测和纠正在数据传输过程中可能发生的错误。较高的最小距离允许更好的错误纠正能力，这对于确保通信系统中数据的完整性至关重要。此外，最小距离原则还可以应用于社会科学，特别是在城市规划和社区发展方面。城市规划者通常分析基本服务（如学校、医院和杂货店）之间的最小距离，以确保居民能够轻松获得这些设施。通过优化服务之间的最小距离，规划者可以提高居民的生活质量，并促进更可持续的城市环境。总之，最小距离的概念不仅仅是一个数学抽象；它是一个可以跨多个学科应用的实用工具。无论是在交通、计算机科学还是城市规划中，理解和应用最小距离的原则都可以为复杂问题提供更有效和高效的解决方案。随着我们继续面对现代世界的挑战，计算和优化最小距离的能力将始终是未来几代人不可或缺的技能。