number of turns

简明释义

圈数

英英释义

例句

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

这个食谱需要特定的转数来确保面团充分混合。

2.The exercise routine specifies the number of turns 转数 for each movement to maximize effectiveness.

锻炼计划规定了每个动作的转数以最大化效果。

3.During the race, the driver calculated the number of turns 转弯次数 to optimize his speed.

在比赛中，司机计算了转弯次数以优化他的速度。

4.The mechanic advised me on the number of turns 转数 needed for the bolt to be secure.

机械师建议我需要的转数以确保螺栓安全。

5.In our board game, the number of turns 回合数 can affect the outcome dramatically.

在我们的桌游中，回合数会显著影响结果。

作文

In the world of physics and engineering, the concept of the number of turns plays a crucial role in understanding the behavior of various systems. The number of turns refers to the total count of complete rotations or coils made by an object, often in the context of motors, gears, or coils in electrical circuits. For instance, in a simple electric motor, the number of turns of the wire around the core can significantly affect its efficiency and performance. A higher number of turns usually results in a stronger magnetic field, which in turn increases the motor's torque. This principle is not only applicable in motors but also in transformers, where the number of turns in the primary and secondary coils determines the voltage transformation ratio.Moreover, the number of turns is essential in various scientific experiments, particularly in physics labs where coils are used to create magnetic fields. For example, when studying electromagnetic induction, researchers often manipulate the number of turns in a coil to observe changes in induced voltage. This experiment highlights how the number of turns directly correlates with the strength of the induced electromotive force (EMF). Thus, understanding the number of turns allows scientists to predict and control the outcomes of their experiments more effectively.In addition to its application in science, the number of turns also has practical implications in everyday life. Take, for instance, the design of springs. The number of turns in a spring influences its stiffness and ability to return to its original shape after being compressed or stretched. Engineers must carefully calculate the appropriate number of turns to ensure that the spring meets the desired specifications for its intended use, whether it be in machinery, vehicles, or household items.Furthermore, in the realm of sports, the number of turns can refer to the rotations performed by athletes during routines. Gymnasts, for example, may need to execute a specific number of turns in the air during a dismount. Judges evaluate their performances based on the precision and execution of these number of turns, showcasing the importance of this concept in competitive settings.As we can see, the number of turns is not just a simple numerical value; it carries significant weight across various fields. Whether in engineering, physics, or even sports, the implications of the number of turns extend far beyond mere calculations. It serves as a foundational element in understanding complex systems and achieving precise results. Therefore, mastering the concept of the number of turns is essential for anyone looking to excel in these disciplines.In conclusion, the number of turns is a multifaceted concept that permeates numerous aspects of our lives. From the design of electrical components to the execution of athletic routines, this term encapsulates the essence of rotation and repetition, making it a vital part of both theoretical and practical applications. By grasping the significance of the number of turns, individuals can enhance their knowledge and skills in various fields, paving the way for innovation and excellence.

在物理和工程的世界中，number of turns的概念在理解各种系统的行为中起着至关重要的作用。number of turns指的是一个物体所做的完整旋转或卷绕的总数，通常与电动机、齿轮或电路中的线圈相关。例如，在一个简单的电动机中，线圈绕核心的number of turns可以显著影响其效率和性能。更高的number of turns通常会导致更强的磁场，从而增加电动机的扭矩。这一原理不仅适用于电动机，也适用于变压器，其中初级和次级线圈的number of turns决定了电压变换比。此外，number of turns在各种科学实验中也至关重要，特别是在物理实验室中，线圈用于创建磁场。例如，在研究电磁感应时，研究人员经常操控线圈的number of turns以观察感应电压的变化。这个实验突显了number of turns与感应电动势（EMF）强度之间的直接关系。因此，理解number of turns使科学家能够更有效地预测和控制实验结果。除了在科学中的应用，number of turns在日常生活中也具有实际意义。以弹簧的设计为例，弹簧中的number of turns会影响其刚度以及在被压缩或拉伸后返回原始形状的能力。工程师必须仔细计算适当的number of turns，以确保弹簧满足其预期用途的规格，无论是在机械、车辆还是家庭用品中。此外，在体育领域，number of turns可以指运动员在例行动作中执行的旋转次数。例如，体操运动员在落地时可能需要执行特定的number of turns。裁判根据运动员对这些number of turns的精准和执行情况来评估他们的表现，展示了这一概念在竞技环境中的重要性。正如我们所见，number of turns不仅仅是一个简单的数值；它在各个领域都具有重要的意义。无论是在工程、物理学，还是在体育运动中，number of turns的含义远远超出了简单的计算。它作为理解复杂系统和实现精确结果的基础元素。因此，掌握number of turns的概念对于任何希望在这些学科中出类拔萃的人来说都是必不可少的。总之，number of turns是一个多方面的概念，渗透到我们生活的许多方面。从电气组件的设计到体育例行动作的执行，这个术语概括了旋转和重复的本质，使其成为理论和实践应用的重要组成部分。通过掌握number of turns的意义，个人可以增强在各个领域的知识和技能，为创新和卓越铺平道路。