transverse distance
简明释义
横向距离
英英释义
Transverse distance refers to the measurement of distance that is perpendicular to a given reference line or direction. | 横向距离是指与给定参考线或方向垂直的距离测量。 |
例句
1.The engineer calculated the transverse distance to ensure the bridge would be stable under load.
工程师计算了横向距离以确保桥在负载下稳定。
2.The transverse distance between the two buildings was measured to plan the new walkway.
为了规划新的步道,测量了两栋建筑之间的横向距离。
3.In surveying, measuring the transverse distance is crucial for accurate mapping.
在测量中,测量横向距离对于准确绘图至关重要。
4.To optimize the design, the architect needed to know the transverse distance of the lot.
为了优化设计,建筑师需要知道地块的横向距离。
5.The pilot adjusted the flight path based on the transverse distance from the runway.
飞行员根据跑道的横向距离调整了飞行路径。
作文
In the realm of physics and engineering, understanding various measurements is crucial for accurate calculations and effective designs. One such measurement is the transverse distance, which plays a significant role in different applications. The term transverse distance refers to the measurement taken perpendicular to a specific reference line or direction. This concept is particularly important in fields such as civil engineering, where the stability of structures often depends on precise measurements. For instance, when constructing a bridge, engineers must consider the transverse distance between support pillars to ensure that the load is evenly distributed, thus preventing potential structural failures.The significance of transverse distance extends beyond just engineering. In the field of geography, it is used to describe the distance across a river or valley, which can impact transportation routes and urban planning. Understanding the transverse distance in these contexts helps planners design more efficient infrastructures that cater to the needs of the community while minimizing environmental impact.Moreover, in the world of sports, especially in athletics, the concept of transverse distance can be applied to track and field events. For example, when measuring the distance an athlete jumps or throws, the transverse distance is essential for determining their performance relative to the starting point. Coaches and athletes alike must understand this measurement to improve techniques and achieve better results.In addition to practical applications, the transverse distance also has theoretical implications in physics. When analyzing the motion of objects, particularly in two-dimensional space, the transverse distance can help in understanding the trajectory of an object. For instance, in projectile motion, the horizontal and vertical components of movement can be analyzed using the transverse distance to predict where an object will land. This is not only important for scientific experiments but also for real-world applications like sports and aerospace engineering.Furthermore, the study of transverse distance can lead to advancements in technology. With the rise of autonomous vehicles and drones, understanding how to measure distances accurately is vital for navigation systems. These technologies rely on precise calculations of transverse distance to avoid obstacles and ensure safe travel paths.In conclusion, the concept of transverse distance is multifaceted and essential across various disciplines. Whether in engineering, geography, sports, or physics, understanding this measurement allows for better planning, execution, and analysis. As our world continues to evolve with new technologies and challenges, the importance of grasping concepts like transverse distance cannot be overstated. It serves as a fundamental building block for many innovations and solutions that shape our environment and daily lives.
在物理和工程领域,理解各种测量对于准确计算和有效设计至关重要。一个这样的测量是横向距离,它在不同的应用中发挥着重要作用。术语横向距离指的是相对于特定参考线或方向垂直的测量。这一概念在土木工程等领域尤为重要,因为结构的稳定性往往依赖于精确的测量。例如,在建造桥梁时,工程师必须考虑支撑柱之间的横向距离,以确保负载均匀分布,从而防止潜在的结构故障。横向距离的重要性不仅限于工程。在地理学领域,它被用来描述河流或山谷的横向距离,这可能影响交通路线和城市规划。在这些情况下理解横向距离有助于规划者设计更高效的基础设施,以满足社区的需求,同时最小化对环境的影响。此外,在体育界,特别是在田径比赛中,横向距离的概念可以应用于田径项目。例如,在测量运动员跳跃或投掷的距离时,横向距离对于确定他们相对于起点的表现至关重要。教练和运动员都必须理解这一测量,以提高技术并取得更好的成绩。除了实际应用,横向距离在物理学中也具有理论意义。在分析物体运动时,特别是在二维空间中,横向距离可以帮助理解物体的轨迹。例如,在抛射运动中,可以使用横向距离来分析运动的水平和垂直分量,以预测物体的落地点。这不仅对科学实验重要,而且对体育和航空航天工程等现实世界应用也至关重要。此外,研究横向距离可以推动技术进步。随着自主车辆和无人机的兴起,准确测量距离的理解对于导航系统至关重要。这些技术依赖于对横向距离的精确计算,以避免障碍物并确保安全的行驶路径。总之,横向距离的概念是多方面的,并且在各个学科中至关重要。无论是在工程、地理、体育还是物理学中,理解这一测量都可以实现更好的规划、执行和分析。随着我们的世界在新技术和挑战中不断发展,掌握像横向距离这样的概念的重要性不容小觑。它作为许多创新和解决方案的基本构件,塑造着我们的环境和日常生活。
相关单词