eccentric radius

简明释义

偏心半径

英英释义

例句

1.For accurate simulations, the software requires the eccentric radius 偏心半径 to be input correctly.

为了准确的模拟，软件要求正确输入偏心半径 eccentric radius。

2.In the design of the gear system, understanding the eccentric radius 偏心半径 was crucial for efficiency.

在齿轮系统的设计中，理解偏心半径 eccentric radius对效率至关重要。

3.The eccentric radius 偏心半径 affects the motion of the pendulum in this experiment.

在这个实验中，偏心半径 eccentric radius影响摆的运动。

4.The engineer calculated the eccentric radius 偏心半径 to determine the optimal placement of the rotor.

工程师计算了偏心半径 eccentric radius以确定转子最佳位置。

5.The eccentric radius 偏心半径 is critical in calculating the torque produced by the crankshaft.

在计算曲轴产生的扭矩时，偏心半径 eccentric radius是关键。

作文

In the realm of geometry and engineering, understanding various terms is crucial for accurate communication and application. One such term that often arises in discussions about circles and their properties is eccentric radius. The eccentric radius refers to the radius of a circle that is not centered at the origin or a designated point, but instead is offset or displaced from that point. This concept is particularly important in fields such as robotics, mechanical design, and even astronomy, where the positioning of objects plays a vital role in functionality and analysis.To illustrate the significance of eccentric radius, consider the design of gears in machinery. When gears are designed to mesh together, their centers must align correctly to ensure smooth operation. If one gear has an eccentric radius, it means that its center is not aligned with the center of the other gear. This misalignment can lead to inefficient energy transfer, increased wear and tear, and ultimately, mechanical failure. Therefore, engineers must account for the eccentric radius when designing components that interact with each other.Moreover, the concept of eccentric radius extends beyond mechanical systems. In robotics, for instance, the movement of robotic arms often requires precise calculations of distances and angles. If a robotic arm operates with an eccentric radius, it must be programmed to compensate for the offset in order to accurately reach its target. This adjustment is essential for tasks that require high precision, such as surgery or assembly line work.In astronomy, the eccentric radius can also play a pivotal role. Celestial bodies, such as planets and moons, often follow elliptical orbits rather than perfect circles. The eccentric radius in this context helps astronomers understand the varying distances between these bodies over time. By studying these variations, scientists can make predictions about gravitational interactions and orbital mechanics, which are crucial for space exploration and satellite deployment.Understanding the eccentric radius also aids in the visualization of complex shapes and curves. For example, when plotting the trajectory of an object moving in a circular path with an offset, the eccentric radius helps define the shape of that path. It allows mathematicians and engineers to create more accurate models of motion, which can be applied in various simulations and real-world applications.In conclusion, the term eccentric radius is not merely a mathematical concept; it has practical implications in numerous fields. Whether in mechanical engineering, robotics, or astronomy, recognizing the significance of the eccentric radius allows professionals to design better systems, predict outcomes more accurately, and understand the intricate relationships between objects in motion. As we continue to explore and innovate in these areas, the eccentric radius will undoubtedly remain a fundamental aspect of our understanding of geometry and its applications.

在几何和工程领域，理解各种术语对于准确的沟通和应用至关重要。一个经常出现在讨论圆及其属性中的术语是偏心半径。偏心半径指的是一个不以原点或指定点为中心而是偏移或位移的圆的半径。这个概念在机器人技术、机械设计甚至天文学等领域尤为重要，因为物体的位置在功能性和分析中起着至关重要的作用。为了说明偏心半径的重要性，考虑一下机械中齿轮的设计。当齿轮设计成相互啮合时，它们的中心必须正确对齐，以确保平稳运行。如果一个齿轮具有偏心半径，这意味着它的中心与另一个齿轮的中心不对齐。这种不对齐可能导致能量传递效率低下、磨损加剧，最终导致机械故障。因此，工程师在设计相互作用的组件时必须考虑偏心半径。此外，偏心半径的概念不仅限于机械系统。在机器人技术中，例如，机器人臂的运动通常需要精确计算距离和角度。如果机器人臂以偏心半径运作，就必须编程以补偿偏移，以便准确到达目标。这种调整对于需要高精度的任务至关重要，例如手术或装配线工作。在天文学中，偏心半径也可以发挥关键作用。天体，如行星和卫星，通常沿着椭圆轨道而不是完美的圆形轨道运行。在这种情况下，偏心半径帮助天文学家理解这些天体之间随时间变化的距离。通过研究这些变化，科学家可以预测引力相互作用和轨道力学，这对于太空探索和卫星部署至关重要。理解偏心半径还有助于复杂形状和曲线的可视化。例如，当绘制一个以偏移方式移动的物体的轨迹时，偏心半径有助于定义该路径的形状。它使数学家和工程师能够创建更精确的运动模型，这可以应用于各种模拟和现实世界的应用中。总之，术语偏心半径不仅仅是一个数学概念；它在许多领域具有实际意义。无论是在机械工程、机器人技术还是天文学，认识到偏心半径的重要性使专业人员能够设计更好的系统，更准确地预测结果，并理解运动中物体之间的复杂关系。随着我们在这些领域的不断探索和创新，偏心半径无疑将继续成为我们理解几何及其应用的基本方面。