eccentrical angle

简明释义

偏心角

英英释义

例句

1.The eccentrical angle 偏心角 can lead to uneven wear on mechanical components if not properly accounted for.

如果没有正确考虑 偏心角 eccentrical angle，可能会导致机械部件的不均匀磨损。

2.In mechanical engineering, the calculation of the eccentrical angle 偏心角 is crucial for understanding the motion of rotating parts.

在机械工程中，计算 偏心角 eccentrical angle 对于理解旋转部件的运动至关重要。

3.To achieve optimal efficiency, engineers must consider the eccentrical angle 偏心角 when designing cam profiles.

为了实现最佳效率，工程师在设计凸轮轮廓时必须考虑 偏心角 eccentrical angle。

4.The eccentrical angle 偏心角 affects the performance of the crankshaft in an engine.

在发动机中，偏心角 eccentrical angle 影响曲轴的性能。

5.During the simulation, we adjusted the eccentrical angle 偏心角 to observe its impact on vibration levels.

在模拟过程中，我们调整了 偏心角 eccentrical angle 以观察其对振动水平的影响。

作文

In the realm of mathematics and physics, angles play a crucial role in defining shapes, movements, and various phenomena. One term that often appears in discussions about circular motion and geometry is the eccentrical angle (偏心角). This concept may seem complex at first, but with a deeper understanding, we can appreciate its significance in both theoretical and practical applications.An eccentrical angle refers to the angle formed between the radius of a circle and a line drawn from the center of the circle to a point on the circumference that is not directly aligned with the radius. This angle is particularly important in the study of ellipses and other non-circular trajectories, where it helps to describe the orientation and position of an object relative to a central point.To illustrate this, consider the example of a planet orbiting a star. The orbit of the planet is often elliptical rather than perfectly circular. In this case, the eccentrical angle becomes essential for understanding the dynamics of the orbit. It allows astronomers to calculate the position of the planet at any given time, taking into account the gravitational forces at play and the shape of the orbit.Furthermore, in engineering and design, especially in the fields of robotics and mechanical systems, the concept of the eccentrical angle is utilized to create precise movements and functions. For instance, when designing a robotic arm, engineers must consider the eccentrical angle to ensure that the arm can reach its intended positions without colliding with other components. This requires a thorough understanding of the angles involved and how they affect the overall movement of the system.Moreover, the eccentrical angle has applications in computer graphics and animation. When creating simulations of circular or elliptical motions, animators need to account for this angle to produce realistic movements. By manipulating the eccentrical angle, they can simulate the effects of perspective, rotation, and other visual elements that enhance the viewer's experience.In addition to its practical applications, the eccentrical angle also serves as a fascinating topic of study in mathematics. It invites students and researchers to explore the relationships between different types of angles and their geometric properties. Understanding the eccentrical angle encourages critical thinking and problem-solving skills, as students learn to apply these concepts to real-world scenarios.In conclusion, the eccentrical angle (偏心角) is a fundamental concept that bridges various fields, including astronomy, engineering, and mathematics. Its relevance extends beyond theoretical discussions, impacting practical applications in technology and design. By grasping the importance of this angle, we can enhance our understanding of motion, shape, and the intricate relationships that govern our world.