plane angle of balance
简明释义
平衡舵角
英英释义
The plane angle of balance refers to the specific angle at which an object remains in equilibrium, indicating that the forces acting on it are balanced. | 平衡的平面角度是指一个物体保持平衡的特定角度,表明作用在其上的力是平衡的。 |
例句
1.In architecture, the plane angle of balance 平衡的平面角度 is crucial for maintaining the aesthetic and functional aspects of the building.
在建筑学中,<正在>平衡的平面角度对保持建筑的美学和功能方面至关重要。
2.In engineering, the design of the structure must consider the plane angle of balance 平衡的平面角度 to ensure stability.
在工程中,结构设计必须考虑<正在>平衡的平面角度以确保稳定性。
3.When setting up a camera for a photoshoot, the photographer needs to adjust the plane angle of balance 平衡的平面角度 to avoid distortion.
在拍摄时,摄影师需要调整<正在>平衡的平面角度以避免失真。
4.During the physics experiment, we measured the plane angle of balance 平衡的平面角度 to determine the forces acting on the object.
在物理实验中,我们测量了<正在>平衡的平面角度以确定作用于物体的力量。
5.The engineer explained how the plane angle of balance 平衡的平面角度 affects the overall performance of the machine.
工程师解释了<正在>平衡的平面角度如何影响机器的整体性能。
作文
In the world of physics and engineering, understanding the concept of balance is crucial for designing stable structures and systems. One important aspect of balance is the plane angle of balance, which refers to the specific angle at which an object remains in equilibrium on a flat surface. This concept is not only relevant in theoretical studies but also has practical applications in everyday life. For instance, when we think about a seesaw, the plane angle of balance determines how evenly the weight is distributed between two sides. If one side is heavier, the seesaw will tilt, indicating that it is not in balance. Therefore, achieving the correct plane angle of balance is essential for stability.When engineers design bridges, they must consider the plane angle of balance to ensure that the structure can support its own weight as well as additional loads, such as vehicles and pedestrians. A bridge that is built at the wrong angle may collapse under pressure, demonstrating the importance of this concept in real-world applications. Similarly, in the field of architecture, the plane angle of balance plays a significant role in creating buildings that are both aesthetically pleasing and structurally sound. Architects must carefully calculate the angles at which different elements of a building intersect to maintain balance and prevent structural failure.Moreover, the plane angle of balance can be observed in nature as well. For example, trees grow at certain angles to optimize sunlight exposure while maintaining stability against strong winds. The angle at which a tree leans can significantly affect its ability to withstand harsh weather conditions. In this way, the plane angle of balance is a fundamental principle that governs various aspects of our environment.In sports, athletes often rely on their understanding of the plane angle of balance to enhance their performance. For instance, gymnasts must maintain perfect balance while performing routines on the balance beam. The slightest deviation from the optimal angle can result in a fall, highlighting the importance of precision and control. Similarly, in activities such as skiing or skateboarding, athletes must constantly adjust their body position to maintain the plane angle of balance while navigating slopes and performing tricks.In conclusion, the plane angle of balance is a vital concept that permeates various fields, including physics, engineering, architecture, nature, and sports. Understanding this principle allows us to create stable structures, perform athletic feats, and appreciate the balance found in the natural world. As we continue to explore the intricacies of balance, it becomes evident that the plane angle of balance is not just a theoretical idea but a practical necessity that influences our daily lives. By mastering this concept, we can improve our designs, enhance our performances, and better understand the world around us.
在物理和工程的世界中,理解平衡的概念对于设计稳定的结构和系统至关重要。平衡的一个重要方面是平面平衡角,它指的是物体在平坦表面上保持平衡的特定角度。这个概念不仅与理论研究相关,而且在日常生活中也有实际应用。例如,当我们想到跷跷板时,平面平衡角决定了两侧重量的分布是否均匀。如果一侧更重,跷跷板就会倾斜,表明它不在平衡状态。因此,达到正确的平面平衡角对稳定性至关重要。当工程师设计桥梁时,他们必须考虑平面平衡角,以确保结构能够承受自身的重量以及额外的负载,例如车辆和行人。建造在错误角度的桥梁可能会在压力下倒塌,这表明这一概念在现实世界中的重要性。同样,在建筑领域,平面平衡角在创建既美观又结构合理的建筑中发挥着重要作用。建筑师必须仔细计算建筑各个元素交汇处的角度,以维持平衡并防止结构失效。此外,平面平衡角在自然界中也可以观察到。例如,树木以某种角度生长,以优化阳光照射,同时保持在强风中的稳定性。树木倾斜的角度会显著影响其抵御恶劣天气的能力。通过这种方式,平面平衡角是支配我们环境各个方面的基本原则。在体育运动中,运动员通常依赖于对平面平衡角的理解来提高他们的表现。例如,体操运动员必须在平衡木上保持完美的平衡。最轻微的偏离最佳角度都可能导致摔倒,突显了精确和控制的重要性。同样,在滑雪或滑板等活动中,运动员必须不断调整身体位置,以在滑行和表演技巧时保持平面平衡角。总之,平面平衡角是一个重要概念,渗透于物理、工程、建筑、自然和体育等多个领域。理解这一原则使我们能够创造稳定的结构、提高运动表现,并欣赏自然界中的平衡。当我们继续探索平衡的复杂性时,很明显,平面平衡角不仅是一个理论概念,而是影响我们日常生活的实际必要条件。通过掌握这一概念,我们可以改善我们的设计,增强我们的表现,更好地理解我们周围的世界。
相关单词