bending angle

简明释义

弯曲角;

英英释义

例句

1.In robotics, the bending angle of the joints determines the range of motion.

在机器人技术中，关节的弯曲角度决定了运动范围。

2.To optimize performance, we need to adjust the bending angle of the blade.

为了优化性能，我们需要调整刀片的弯曲角度。

3.The artist used a protractor to measure the bending angle of the wire sculpture.

艺术家使用量角器测量了金属雕塑的弯曲角度。

4.The bending angle of the pipe affects the flow rate of the liquid inside.

管道的弯曲角度影响内部液体的流速。

5.The engineer calculated the bending angle to ensure the structure would withstand heavy loads.

工程师计算了弯曲角度以确保结构能够承受重载。

作文

In the world of physics and engineering, the concept of the bending angle (弯曲角度) is crucial for understanding how materials respond to forces. When a force is applied to an object, it can cause the object to bend. The extent to which it bends is defined by the bending angle, which is measured in degrees. This angle is significant in various applications, from the design of bridges to the construction of buildings, as it helps engineers determine whether a structure can withstand certain loads without failing.For instance, consider a simple beam that is subjected to a load at its center. As the load increases, the beam will begin to sag, and the bending angle (弯曲角度) at the ends of the beam can be measured. Engineers use this measurement to ensure that the beam can support the intended load without excessive deformation. If the bending angle exceeds a certain threshold, it may indicate that the beam is at risk of breaking or collapsing.Moreover, the bending angle is not only relevant in static situations but also in dynamic scenarios. In mechanical systems, such as robotic arms or vehicles, the bending angle plays a vital role in determining the range of motion and flexibility. For example, a robotic arm must have precise control over its joints, which involves calculating the optimal bending angle (弯曲角度) to perform tasks accurately. Any deviation from the planned angle could lead to errors in operation or even damage to the components.The study of bending angles also extends to materials science. Different materials exhibit varying responses to bending forces, and understanding these differences is key to selecting the right material for a specific application. For example, metals tend to have a high resistance to bending, while plastics may deform more easily. By analyzing the bending angle (弯曲角度) that different materials can tolerate, engineers can make informed decisions about which materials to use in their designs.In addition to practical applications, the bending angle also has theoretical implications in mathematics and physics. The relationship between force, material properties, and the resulting bending angle can be described using various mathematical models. These models help predict how structures will behave under different conditions, allowing for safer and more efficient designs.In conclusion, the bending angle (弯曲角度) is a fundamental concept that impacts many fields, including engineering, robotics, and materials science. Understanding how to measure and analyze this angle is essential for creating safe and effective structures and systems. Whether in designing a bridge that can withstand heavy traffic or developing a robotic arm that can perform delicate tasks, the bending angle remains a critical factor in ensuring success. As technology advances, the importance of mastering the concept of bending angles will only continue to grow, highlighting the need for ongoing research and innovation in this area.

在物理和工程领域，bending angle（弯曲角度）的概念对于理解材料如何响应力量至关重要。当施加于物体的力量足够大时，它可能会导致物体弯曲。物体弯曲的程度由bending angle定义，该角度以度数为单位测量。这个角度在各种应用中都很重要，从桥梁设计到建筑施工，因为它帮助工程师确定结构是否能够承受某些负荷而不发生故障。例如，考虑一个简单的梁，在其中心施加了负载。随着负载的增加，梁会开始下垂，梁两端的bending angle（弯曲角度）可以被测量。工程师利用这一测量来确保梁能够支持预期的负载而不会过度变形。如果bending angle超过某个阈值，这可能表明梁有破裂或倒塌的风险。此外，bending angle不仅在静态情况下相关，在动态场景中也同样重要。在机械系统中，例如机器人手臂或车辆，bending angle在确定运动范围和灵活性方面起着至关重要的作用。例如，机器人手臂必须对其关节进行精确控制，这涉及计算最佳的bending angle（弯曲角度）以准确执行任务。任何与计划角度的偏差都可能导致操作错误甚至损坏组件。对bending angles的研究还扩展到材料科学。不同材料对弯曲力的反应各异，理解这些差异是选择特定应用所需材料的关键。例如，金属通常具有较高的抗弯曲能力，而塑料可能更容易变形。通过分析不同材料可以承受的bending angle（弯曲角度），工程师可以在设计中做出明智的决策。除了实际应用，bending angle在数学和物理学中也具有理论意义。力、材料属性与结果bending angle之间的关系可以使用各种数学模型进行描述。这些模型有助于预测结构在不同条件下的行为，从而实现更安全、更高效的设计。总之，bending angle（弯曲角度）是影响许多领域的基本概念，包括工程、机器人技术和材料科学。理解如何测量和分析这个角度对于创建安全有效的结构和系统至关重要。无论是在设计能够承受重型交通的桥梁，还是开发能够执行精细任务的机器人手臂，bending angle始终是确保成功的关键因素。随着技术的进步，掌握bending angles概念的重要性只会继续增长，这突显了在这一领域持续研究和创新的必要性。