maximum height

简明释义

最大高度

英英释义

例句

1.The athlete jumped to a maximum height of 2.5 meters during the high jump competition.

在跳高比赛中，这名运动员跳到了最大高度2.5米。

2.The drone can fly to a maximum height of 400 feet before it must be brought back down.

这款无人机可以飞到最大高度400英尺，然后必须降落。

3.The roller coaster reaches a maximum height of 200 feet, which provides an exhilarating experience for riders.

过山车达到的最大高度为200英尺，为乘客提供了令人兴奋的体验。

4.To ensure safety, the maximum height for the scaffolding was established at 30 feet.

为了确保安全，脚手架的最大高度被设定为30英尺。

5.In the building code, the maximum height for residential structures is set at three stories.

在建筑规范中，住宅结构的最大高度限制为三层。

作文

When discussing the concept of height, especially in physics or mathematics, the term maximum height plays a crucial role. It refers to the highest point that an object can reach when thrown or launched into the air. Understanding this concept is essential for various applications, such as sports, engineering, and even space exploration. For instance, when a basketball player jumps to make a shot, they strive to achieve their maximum height, which can determine their success in scoring. This height is influenced by factors such as the player's physical ability, technique, and the force applied during the jump.In physics, calculating the maximum height of a projectile involves using specific formulas that take into account the initial velocity, angle of launch, and gravitational pull. The formula for finding the maximum height (H) of a projectile is given by:H = (V^2 * sin^2(θ)) / (2 * g)where V is the initial velocity, θ is the angle of launch, and g is the acceleration due to gravity. This equation helps predict how high an object will rise before it begins to descend back to the ground.In real-world scenarios, understanding the maximum height can help engineers design safer and more efficient structures, such as bridges and buildings. By knowing how high certain materials can withstand forces, they can ensure that these structures remain stable and secure. Additionally, in aerospace engineering, calculating the maximum height a rocket can reach is vital for mission planning and safety.Sports science also relies heavily on the concept of maximum height. Coaches and athletes analyze jump heights to improve performance. Techniques such as plyometric training aim to increase an athlete's vertical leap, thereby raising their maximum height. This training not only benefits athletes in basketball and volleyball but also in track and field events like high jump and pole vaulting.Moreover, the maximum height can also be observed in nature. For example, trees have a maximum height they can grow due to environmental factors such as soil quality, water availability, and sunlight exposure. Understanding these limits helps ecologists and conservationists manage forests and protect ecosystems.In conclusion, the term maximum height encompasses various fields, from athletics to engineering and environmental science. Its significance lies in the ability to measure, predict, and optimize performance or structural integrity. Whether it's a basketball player aiming for the net or an engineer designing a skyscraper, the concept of maximum height remains a fundamental aspect of understanding how objects interact with the forces of nature. As we continue to explore and push the boundaries of what is possible, grasping the idea of maximum height will be essential for future innovations and achievements.

当讨论高度的概念，尤其是在物理或数学中时，术语最大高度起着至关重要的作用。它指的是一个物体在被抛出或发射到空中时可以达到的最高点。理解这一概念对于各种应用至关重要，例如体育、工程甚至太空探索。例如，当篮球运动员跳起来投篮时，他们努力达到自己的最大高度，这可能决定他们得分的成功与否。这个高度受到诸如运动员的身体能力、技术和施加的力量等因素的影响。在物理学中，计算一个抛体的最大高度涉及使用特定的公式，这些公式考虑了初始速度、发射角度和重力的影响。计算抛体最大高度（H）的公式为：H = (V^2 * sin^2(θ)) / (2 * g)其中V是初始速度，θ是发射角度，g是重力加速度。这个方程帮助预测一个物体在开始下降之前会升多高。在现实场景中，理解最大高度可以帮助工程师设计更安全、更高效的结构，如桥梁和建筑。通过了解某些材料能够承受的力量的高度，他们可以确保这些结构保持稳定和安全。此外，在航空航天工程中，计算火箭可以达到的最大高度对于任务规划和安全至关重要。体育科学也在很大程度上依赖于最大高度的概念。教练和运动员分析跳跃高度以提高表现。像爆发力训练这样的技术旨在增加运动员的垂直跳跃，从而提高他们的最大高度。这种训练不仅有利于篮球和排球运动员，还对田径项目中的跳高和撑杆跳跃等项目有帮助。此外，最大高度也可以在自然界中观察到。例如，树木由于土壤质量、水分可用性和阳光照射等环境因素有一个最大高度。理解这些限制有助于生态学家和保护主义者管理森林和保护生态系统。总之，术语最大高度涵盖了多个领域，从运动到工程和环境科学。它的重要性在于能够测量、预测和优化性能或结构完整性。无论是篮球运动员瞄准篮筐，还是工程师设计摩天大楼，最大高度的概念仍然是理解物体如何与自然力量相互作用的基本方面。随着我们继续探索和突破可能的界限，掌握最大高度的概念将对未来的创新和成就至关重要。