optimum angle

简明释义

最佳角

英英释义

例句

1.The architect designed the roof with an optimum angle 最佳角度 to ensure proper drainage.

建筑师设计了屋顶，采用了optimum angle 最佳角度以确保适当的排水。

2.During the experiment, scientists adjusted the optimum angle 最佳角度 of the beam to achieve accurate results.

在实验过程中，科学家们调整了光束的optimum angle 最佳角度以获得准确结果。

3.In photography, finding the optimum angle 最佳角度 can significantly enhance the composition of the shot.

在摄影中，找到optimum angle 最佳角度可以显著增强照片的构图。

4.To achieve the best performance, the athlete must find the optimum angle 最佳角度 for their jump.

为了达到最佳表现，运动员必须找到他们跳跃的optimum angle 最佳角度。

5.The engineer calculated the optimum angle 最佳角度 for the solar panels to maximize sunlight exposure.

工程师计算了太阳能电池板的optimum angle 最佳角度，以最大化阳光照射。

作文

In the world of physics and engineering, understanding the concept of the optimum angle is crucial for achieving maximum efficiency and effectiveness in various applications. The term optimum angle refers to the most favorable angle at which a particular action or process can be performed to yield the best possible outcome. This principle can be observed in numerous fields, including sports, architecture, and even everyday activities like throwing a ball or launching a rocket.For instance, in the realm of sports, athletes often strive to find the optimum angle for their movements. Take the example of a basketball player shooting a free throw. Research has shown that the ideal angle for releasing the ball is approximately 45 degrees. This optimum angle maximizes the chances of the ball going through the hoop by allowing for a higher arc and a larger target area. Athletes who understand and apply this principle can significantly improve their performance and increase their chances of success.Similarly, in the field of architecture, the optimum angle plays a vital role in the design of structures. Architects must consider factors such as sunlight exposure, wind direction, and aesthetic appeal when determining the angles of roofs, windows, and walls. For example, the angle of solar panels is often adjusted to achieve the optimum angle for capturing sunlight throughout the day, thus maximizing energy efficiency. By carefully analyzing these angles, architects can create buildings that are not only visually pleasing but also environmentally sustainable.In addition to sports and architecture, the concept of the optimum angle is also significant in the field of aerodynamics. When designing aircraft, engineers must calculate the optimum angle of attack—the angle between the wing and the oncoming air. A well-calibrated optimum angle allows the aircraft to generate lift efficiently while minimizing drag. This careful balance is essential for ensuring the safety and performance of the aircraft during flight. Similarly, the optimum angle is critical in automotive engineering, where it can influence fuel efficiency and overall vehicle performance.Moreover, the optimum angle can be observed in everyday activities. For instance, when throwing a ball, the angle at which it is released can greatly affect the distance it travels. Studies have indicated that an angle of around 45 degrees typically results in the longest throw. Understanding this principle can help individuals improve their throwing technique, whether they are playing sports or simply enjoying a casual game with friends.In conclusion, the concept of the optimum angle is a fundamental principle that transcends various disciplines, from sports to engineering. By recognizing and applying the optimum angle, individuals can enhance their performance, optimize designs, and achieve better results in their respective fields. Whether you are an athlete aiming for the perfect shot, an architect designing an energy-efficient building, or an engineer working on advanced aircraft, understanding the significance of the optimum angle can lead to greater success and innovation. As we continue to explore and uncover the intricacies of our world, the optimum angle will undoubtedly remain a key factor in driving progress and excellence.

在物理和工程的世界中，理解“最佳角度”的概念对实现各种应用的最大效率和效果至关重要。术语“最佳角度”指的是以特定动作或过程执行时，可以获得最佳结果的最有利角度。这个原则可以在许多领域观察到，包括体育、建筑，甚至是日常活动，如投掷球或发射火箭。例如，在体育领域，运动员通常努力寻找他们动作的“最佳角度”。以篮球运动员罚球为例。研究表明，释放球的理想角度约为45度。这个“最佳角度”最大化了球通过篮筐的机会，因为它允许更高的弧度和更大的目标区域。理解并应用这一原则的运动员可以显著提高他们的表现，并增加成功的机会。同样，在建筑领域，“最佳角度”在结构设计中发挥着至关重要的作用。建筑师在确定屋顶、窗户和墙壁的角度时，必须考虑阳光照射、风向和美观等因素。例如，太阳能电池板的角度通常会调整，以实现全天候捕获阳光的“最佳角度”，从而最大化能源效率。通过仔细分析这些角度，建筑师可以创造出既美观又环保的建筑。除了体育和建筑，最佳角度的概念在空气动力学领域也非常重要。在设计飞机时，工程师必须计算“最佳角度”，即机翼与迎面空气之间的角度。一个良好校准的“最佳角度”使飞机能够有效地产生升力，同时减少阻力。这种微妙的平衡对于确保飞机在飞行中的安全性和性能至关重要。同样，“最佳角度”在汽车工程中也是关键，它可以影响燃油效率和整体车辆性能。此外，最佳角度也可以在日常活动中观察到。例如，投掷球时，释放的角度会极大地影响它的飞行距离。研究表明，约45度的角度通常会导致最远的投掷距离。理解这一原则可以帮助个人改善他们的投掷技巧，无论是在参加体育活动还是与朋友享受休闲游戏。总之，“最佳角度”的概念是一个基本原则，跨越多个学科，从体育到工程。通过识别和应用“最佳角度”，个人可以提升表现，优化设计，并在各自领域取得更好的结果。无论你是一个渴望完美投篮的运动员，一个设计节能建筑的建筑师，还是一个从事先进飞机工作的工程师，理解“最佳角度”的重要性都可以带来更大的成功和创新。随着我们继续探索和揭示我们世界的复杂性，“最佳角度”无疑将继续成为推动进步和卓越的关键因素。