distance-sum measurement

简明释义

测距和定位

英英释义

例句

1.The distance-sum measurement technique was applied to improve the efficiency of the delivery routes.

应用距离和测量技术来提高配送路线的效率。

2.In urban planning, distance-sum measurement helps determine the optimal location for new public facilities.

在城市规划中，距离和测量有助于确定新公共设施的最佳位置。

3.The researchers used distance-sum measurement to analyze the spatial distribution of the species in the ecosystem.

研究人员使用距离和测量来分析生态系统中物种的空间分布。

4.The distance-sum measurement method is crucial for optimizing logistics in supply chain management.

在供应链管理中，距离和测量方法对于优化物流至关重要。

5.Using distance-sum measurement, the team evaluated the accessibility of different neighborhoods.

团队使用距离和测量评估不同社区的可达性。

作文

In the realm of scientific research and engineering, precise measurements are crucial for obtaining accurate results. One such measurement technique that has gained significant attention is the distance-sum measurement. This method involves calculating the total distance from a set of points to a specific reference point, allowing researchers to analyze spatial relationships effectively. The concept of distance-sum measurement can be applied in various fields, including geography, urban planning, and environmental science.To understand the importance of distance-sum measurement, let's consider its application in urban planning. City planners often face the challenge of optimizing resources and ensuring that public services reach all areas of a city efficiently. By employing the distance-sum measurement technique, planners can determine the accessibility of different neighborhoods to essential services such as hospitals, schools, and parks. For instance, if a city has multiple hospitals, the distance-sum measurement can help identify which areas are underserved and require additional medical facilities. This data-driven approach allows for informed decision-making and enhances the overall quality of life for residents.Moreover, the distance-sum measurement can also play a vital role in environmental studies. Researchers studying wildlife habitats, for example, can use this technique to assess the impact of human activities on animal movements. By measuring the distance between various habitat patches and the sources of disturbance, scientists can better understand how these factors influence animal behavior and population dynamics. This information is critical for developing effective conservation strategies that mitigate negative impacts on wildlife.Another intriguing application of distance-sum measurement is in the field of transportation. Traffic engineers utilize this method to analyze traffic flow and congestion patterns. By calculating the total distance vehicles travel within a specific area, they can identify bottlenecks and propose solutions to improve traffic conditions. For example, if a particular intersection consistently shows high levels of congestion, the distance-sum measurement can help pinpoint the root causes and inform necessary infrastructure changes, such as adding turn lanes or adjusting signal timings.In addition to its practical applications, the distance-sum measurement also serves as an essential tool in mathematical modeling and optimization problems. In operations research, for instance, this measurement can be used to solve the well-known traveling salesman problem, where the objective is to find the shortest possible route that visits a set of locations. By incorporating distance-sum measurement into algorithms, researchers can develop more efficient solutions that save time and resources.In conclusion, the distance-sum measurement is a versatile and powerful technique that has far-reaching implications across various disciplines. Its ability to quantify spatial relationships and assess accessibility makes it invaluable in urban planning, environmental research, transportation engineering, and mathematical optimization. As technology continues to advance, the integration of distance-sum measurement into data analysis and decision-making processes will likely enhance our understanding of complex systems and improve outcomes in numerous fields. Therefore, mastering the concept of distance-sum measurement is essential for students and professionals alike who wish to contribute to innovative solutions in their respective areas of expertise.

在科学研究和工程领域，精确的测量对于获得准确的结果至关重要。其中一种受到广泛关注的测量技术是距离总和测量。这种方法涉及从一组点到特定参考点的总距离计算，使研究人员能够有效地分析空间关系。距离总和测量的概念可以应用于多个领域，包括地理、城市规划和环境科学。为了理解距离总和测量的重要性，让我们考虑它在城市规划中的应用。城市规划者常常面临优化资源和确保公共服务有效覆盖城市各个区域的挑战。通过采用距离总和测量技术，规划者可以确定不同社区对医院、学校和公园等基本服务的可达性。例如，如果一个城市有多家医院，距离总和测量可以帮助识别哪些区域服务不足，需要增加医疗设施。这种数据驱动的方法允许做出明智的决策，并提高居民的整体生活质量。此外，距离总和测量在环境研究中也发挥着重要作用。研究野生动物栖息地的研究人员可以使用这一技术评估人类活动对动物迁徙的影响。通过测量各种栖息地斑块与干扰源之间的距离，科学家们可以更好地理解这些因素如何影响动物行为和种群动态。这些信息对于制定有效的保护策略以减轻对野生动物的负面影响至关重要。距离总和测量的另一个引人入胜的应用是在交通领域。交通工程师利用这一方法分析交通流量和拥堵模式。通过计算特定区域内车辆行驶的总距离，他们可以识别瓶颈并提出改善交通状况的解决方案。例如，如果某个交叉口始终显示出高水平的拥堵，距离总和测量可以帮助找出根本原因，并为必要的基础设施改进提供建议，例如增加转弯车道或调整信号时间。除了实际应用之外，距离总和测量还作为数学建模和优化问题中的重要工具。在运筹学中，例如，这一测量可以用于解决著名的旅行推销员问题，其目标是找到访问一组地点的最短路线。通过将距离总和测量纳入算法，研究人员可以开发出更高效的解决方案，从而节省时间和资源。总之，距离总和测量是一种多功能且强大的技术，在各个学科中具有深远的影响。它量化空间关系和评估可达性的能力使其在城市规划、环境研究、交通工程和数学优化中不可或缺。随着技术的不断进步，将距离总和测量整合到数据分析和决策过程中，可能会增强我们对复杂系统的理解，并改善多个领域的结果。因此，掌握距离总和测量的概念对于希望在各自专业领域贡献创新解决方案的学生和专业人士来说至关重要。