number of turns

简明释义

匝数

英英释义

例句

1.To solve the puzzle, you need to determine the number of turns 转动次数 required to align all pieces.

要解决这个谜题，你需要确定对齐所有拼图所需的转动次数 number of turns。

2.The recipe requires a specific number of turns 转数 to ensure the dough is well mixed.

这个食谱需要特定的转数 number of turns来确保面团充分混合。

3.The engineer calculated the number of turns 圈数 needed for the motor to reach maximum efficiency.

工程师计算了电机达到最大效率所需的圈数 number of turns。

4.In this game, the number of turns 回合数 you take can affect your score significantly.

在这个游戏中，你的回合数 number of turns会显著影响你的得分。

5.During the race, the number of turns 转弯次数 on the track can change the outcome.

在比赛中，赛道上的转弯次数 number of turns可能会改变结果。

作文

In the world of mathematics and physics, the concept of motion is often analyzed through various parameters. One such parameter is the number of turns, which refers to the total rotations or revolutions an object makes around a central axis or point. Understanding the number of turns is crucial in many fields, including engineering, robotics, and even everyday activities like driving a car or riding a bicycle. To illustrate this concept, let’s consider a simple example of a bicycle wheel. When a cyclist pedals, the wheel rotates, and the distance traveled by the bicycle depends on the number of turns the wheel makes. Each complete rotation of the wheel propels the bicycle forward a certain distance, determined by the circumference of the wheel. Therefore, if a cyclist wants to travel a specific distance, they must calculate the number of turns needed based on how far each turn takes them. In physics, the number of turns can also be related to angular displacement and rotational motion. For instance, when a toy top spins, the number of turns it makes before coming to a stop can provide insights into the forces acting on it, such as friction and gravity. By analyzing the number of turns, scientists can better understand the dynamics of spinning objects and predict their behavior under different conditions. Moreover, in the realm of engineering, the number of turns is a critical factor in designing gears and pulleys. Engineers must consider the number of turns required to achieve the desired mechanical advantage. For example, in a gear system, if one gear has a larger radius than another, it will require fewer number of turns to achieve the same output speed. This relationship is essential for creating efficient machines that operate smoothly and effectively. In a more abstract sense, the number of turns can also symbolize the journey one takes in life. Each decision we make can be thought of as a turn in our path, leading us to different experiences and outcomes. The number of turns we encounter can influence our personal growth and development, shaping who we become over time. Just as a cyclist must navigate turns to reach their destination, we too must navigate the twists and turns of life to achieve our goals. In conclusion, the number of turns is a multifaceted concept that spans various disciplines and aspects of life. Whether we are calculating the rotations of a wheel, analyzing the dynamics of a spinning object, designing intricate machinery, or reflecting on our personal journeys, understanding the number of turns allows us to gain deeper insights into the mechanics of motion and the paths we traverse. Thus, this seemingly simple phrase holds significant importance across different contexts, reminding us that every turn counts in both science and life.

在数学和物理的世界中，运动的概念通常通过各种参数进行分析。其中一个参数是转数，它指的是物体围绕中心轴或点旋转或转动的总次数。理解转数在许多领域中都是至关重要的，包括工程学、机器人技术，甚至日常活动，如开车或骑自行车。为了说明这个概念，让我们考虑一个简单的自行车轮的例子。当骑自行车的人踏脚蹬时，轮子会旋转，自行车行驶的距离取决于轮子转动的转数。轮子每转一圈，就会向前推动自行车一定的距离，这个距离由轮子的周长决定。因此，如果骑自行车的人想要行驶特定的距离，他们必须根据每次转动所带来的距离来计算所需的转数。在物理学中，转数也可以与角位移和旋转运动相关联。例如，当一个陀螺旋转时，它在停止之前的转数可以提供关于作用在其上的力（如摩擦力和重力）的见解。通过分析转数，科学家可以更好地理解旋转物体的动力学，并预测它们在不同条件下的行为。此外，在工程领域，转数是设计齿轮和滑轮的关键因素。工程师必须考虑实现所需机械优势所需的转数。例如，在一个齿轮系统中，如果一个齿轮的半径大于另一个齿轮，则它所需的转数会更少，以达到相同的输出速度。这种关系对于创建高效且平稳运行的机器至关重要。在更抽象的意义上，转数也可以象征人们在生活中所经历的旅程。我们所做的每一个决定都可以被视为我们道路上的一个转弯，导致不同的经历和结果。我们所遇到的转数可以影响我们的个人成长和发展，塑造我们随着时间的推移而成为的人。就像骑自行车的人必须在转弯中导航以到达目的地一样，我们也必须在生活的曲折中导航以实现我们的目标。总之，转数是一个多方面的概念，跨越各个学科和生活的各个方面。无论我们是在计算轮子的旋转、分析旋转物体的动力学、设计复杂的机械，还是反思个人旅程，理解转数使我们能够深入洞察运动的机制和我们所走的道路。因此，这个看似简单的短语在不同的背景下具有重要意义，提醒我们在科学和生活中，每一次转弯都是重要的。