angular freedom

简明释义

角自由度

英英释义

例句

1.To achieve optimal performance, the suspension system must provide sufficient angular freedom （角度自由度） during turns.

为了达到最佳性能，悬挂系统必须在转弯时提供足够的angular freedom （角度自由度）。

2.In robotics, the design of a robotic arm often prioritizes angular freedom （角度自由度） to allow for versatile movements.

在机器人技术中，机器手臂的设计通常优先考虑angular freedom （角度自由度），以便实现多样化的运动。

3.In mechanical engineering, joints are designed to maximize angular freedom （角度自由度） while maintaining structural integrity.

在机械工程中，关节的设计旨在最大化angular freedom （角度自由度），同时保持结构的完整性。

4.The new drone model features improved angular freedom （角度自由度） for better aerial maneuverability.

新款无人机模型具有更好的angular freedom （角度自由度），以提高空中机动性。

5.The animation software allows for extensive angular freedom （角度自由度） when creating character movements.

该动画软件在创建角色动作时允许广泛的angular freedom （角度自由度）。

作文

In the realm of physics and engineering, the concept of angular freedom plays a crucial role in understanding the motion and behavior of various systems. Essentially, angular freedom refers to the ability of an object to rotate around an axis. This rotational capability is fundamental in fields such as robotics, aerospace, and mechanical design, where precise movements are essential for functionality and performance. To illustrate the importance of angular freedom, consider the example of a robotic arm used in manufacturing. The arm must be able to rotate at multiple joints to perform tasks such as welding or assembly. Each joint provides a degree of angular freedom, allowing the arm to maneuver in three-dimensional space. If any joint lacks sufficient angular freedom, the arm may struggle to reach certain positions or perform specific tasks, ultimately affecting productivity and efficiency.Moreover, angular freedom is not limited to mechanical systems; it also applies to natural phenomena. For instance, planets in our solar system exhibit angular freedom as they rotate on their axes and orbit around the sun. The gravitational forces acting upon them dictate their angular momentum and stability. Understanding these principles is vital for astronomers and astrophysicists who study celestial mechanics and the dynamics of planetary systems.In addition to its applications in robotics and astronomy, angular freedom is significant in the field of biomechanics. Human joints, such as the shoulder and hip, exhibit various degrees of angular freedom, which allow for a wide range of movements. Athletes rely on this flexibility to perform complex maneuvers in sports, emphasizing the importance of training and conditioning to maintain optimal angular freedom. Injuries that limit this freedom can severely impact an athlete's performance, highlighting the need for rehabilitation and physical therapy.Furthermore, in the context of virtual reality (VR) and augmented reality (AR), angular freedom is crucial for creating immersive experiences. Users interact with virtual environments through head movements, hand gestures, and body motions. The technology behind VR and AR systems must accurately track and respond to these movements, ensuring that users feel a sense of presence and agency within the digital realm. Any limitations in angular freedom could lead to a disjointed experience, detracting from the overall effectiveness of the technology.In conclusion, the concept of angular freedom is multifaceted and extends across various disciplines. Whether in the design of robotic systems, the study of celestial bodies, the analysis of human movement, or the development of immersive technologies, angular freedom is a fundamental principle that underpins much of our understanding of motion and interaction. As technology continues to advance, the exploration and optimization of angular freedom will undoubtedly remain a key focus for researchers and practitioners alike.

在物理和工程领域，角度自由度的概念在理解各种系统的运动和行为中起着至关重要的作用。基本上，角度自由度指的是物体围绕轴旋转的能力。这种旋转能力在机器人技术、航空航天和机械设计等领域是基础，因为精确的运动对功能和性能至关重要。为了说明角度自由度的重要性，可以考虑制造业中使用的机器人手臂的例子。手臂必须能够在多个关节处旋转，以执行焊接或组装等任务。每个关节提供一个角度自由度，使手臂能够在三维空间中操作。如果任何关节缺乏足够的角度自由度，手臂可能会难以达到某些位置或执行特定任务，最终影响生产力和效率。此外，角度自由度不仅限于机械系统；它也适用于自然现象。例如，我们太阳系中的行星表现出角度自由度，因为它们在其轴上旋转并围绕太阳轨道运行。作用于它们的引力决定了它们的角动量和稳定性。理解这些原理对于研究天体力学和行星系统动态的天文学家和天体物理学家至关重要。除了在机器人技术和天文学中的应用外，角度自由度在生物力学领域也很重要。人类关节，如肩关节和髋关节，表现出各种程度的角度自由度，这使得广泛的运动成为可能。运动员依赖这种灵活性在体育中执行复杂的动作，强调训练和条件反射以维持最佳角度自由度的重要性。限制这种自由度的伤害可能会严重影响运动员的表现，突显了康复和物理治疗的必要性。此外，在虚拟现实（VR）和增强现实（AR）的背景下，角度自由度对于创造沉浸式体验至关重要。用户通过头部运动、手势和身体动作与虚拟环境进行交互。VR和AR系统背后的技术必须准确跟踪并响应这些运动，确保用户在数字领域内感受到存在感和自主性。任何对角度自由度的限制都可能导致体验的割裂，削弱技术的整体有效性。总之，角度自由度的概念是多方面的，跨越多个学科。无论是在机器人系统的设计、天体的研究、人类运动的分析，还是沉浸式技术的发展中，角度自由度都是支撑我们对运动和互动理解的基本原则。随着技术的不断进步，探索和优化角度自由度无疑将继续成为研究人员和从业者的重点关注领域。