equivalent twisting moment

简明释义

等量扭矩

英英释义

例句

1.The engineer calculated the equivalent twisting moment 等效扭矩 to ensure the shaft would not fail under maximum load.

工程师计算了等效扭矩 equivalent twisting moment，以确保轴在最大负载下不会失效。

2.To achieve optimal performance, the team adjusted the equivalent twisting moment 等效扭矩 of the motor.

为了实现最佳性能，团队调整了电机的等效扭矩 equivalent twisting moment。

3.In the design of the wind turbine, the equivalent twisting moment 等效扭矩 was a critical factor in determining the material choice.

在风力涡轮机的设计中，等效扭矩 equivalent twisting moment是决定材料选择的关键因素。

4.Understanding the equivalent twisting moment 等效扭矩 is essential for ensuring the stability of rotating machinery.

理解等效扭矩 equivalent twisting moment对于确保旋转机械的稳定性至关重要。

5.The research focused on the equivalent twisting moment 等效扭矩 experienced by the beams during seismic activity.

研究集中在地震活动期间梁所经历的等效扭矩 equivalent twisting moment上。

作文

In the field of engineering, particularly in mechanics and structural analysis, the concept of equivalent twisting moment is crucial for understanding how forces interact with materials. The equivalent twisting moment refers to a moment that produces the same effect as the actual twisting moments applied to a structure or component. It is essential for engineers to calculate this value to ensure that structures can withstand operational loads without failing. To illustrate this concept, consider a simple beam subjected to various forces. When a force is applied at a distance from the beam's support, it creates a bending moment. However, if the same beam experiences a twisting force, it will also develop a equivalent twisting moment. This moment is the measure of the tendency of the beam to twist around its longitudinal axis. Understanding this helps engineers design safer and more efficient structures.The calculation of the equivalent twisting moment often involves the use of torsion formulas and principles of equilibrium. Engineers analyze the forces acting on a beam and determine the resultant moments. By applying the principles of static equilibrium, they can derive the equivalent twisting moment needed to counteract these forces. This process is vital in ensuring that the materials used in construction can handle the stresses imposed by operational loads.Moreover, the equivalent twisting moment is not just limited to beams; it is applicable to shafts, tubes, and various mechanical components. For instance, in the automotive industry, drive shafts experience twisting moments due to engine torque. Engineers must calculate the equivalent twisting moment to ensure that the shaft can transmit power effectively without failure. Failure to account for this can lead to catastrophic results, such as mechanical breakdowns or accidents.In addition to practical applications, the equivalent twisting moment concept also plays a significant role in educational settings. Engineering students learn about this topic through theoretical coursework and hands-on projects. By understanding how to calculate and apply the equivalent twisting moment, students prepare themselves for real-world challenges in their future careers. They gain insights into material properties, load distributions, and the importance of safety factors in design.In conclusion, the equivalent twisting moment is a fundamental concept in engineering that aids in the design and analysis of structures and mechanical components. Its significance cannot be overstated, as it ensures that engineers create safe and reliable systems capable of withstanding various forces. As technology advances, the methods for calculating and applying the equivalent twisting moment will continue to evolve, but its core importance in engineering will remain constant. Understanding this concept is essential for anyone involved in the fields of mechanics, structural analysis, and materials science. Therefore, mastering the equivalent twisting moment is not only beneficial for academic success but also for professional competence in engineering.

在工程领域，特别是在力学和结构分析中，‘等效扭矩’的概念对于理解力如何与材料相互作用至关重要。‘等效扭矩’是指产生与施加于结构或组件的实际扭转力矩相同效果的力矩。工程师计算这个值对于确保结构能够承受操作负载而不发生失效至关重要。为了说明这一概念，考虑一个简单的梁受到各种力的作用。当一个力在梁的支撑点之外施加时，它会产生一个弯矩。然而，如果同一梁经历了一个扭转力，它也会产生一个‘等效扭矩’。这个力矩是衡量梁围绕其纵向轴线扭转倾向的度量。理解这一点有助于工程师设计更安全、更高效的结构。‘等效扭矩’的计算通常涉及扭转公式和静力平衡原理的使用。工程师分析施加在梁上的力并确定结果力矩。通过应用静态平衡原理，他们可以推导出抵消这些力所需的‘等效扭矩’。这个过程对于确保建筑中使用的材料能够承受操作负载施加的应力至关重要。此外，‘等效扭矩’不仅限于梁；它适用于轴、管和各种机械组件。例如，在汽车工业中，驱动轴由于发动机扭矩而经历扭转力矩。工程师必须计算‘等效扭矩’，以确保轴能够有效传递动力而不发生失效。未能考虑这一点可能导致灾难性后果，例如机械故障或事故。除了实际应用外，‘等效扭矩’概念在教育环境中也发挥着重要作用。工程专业的学生通过理论课程和实践项目学习这一主题。通过理解如何计算和应用‘等效扭矩’，学生为未来职业生涯中的现实挑战做好准备。他们获得了对材料特性、载荷分布以及设计中安全系数重要性的深入了解。总之，‘等效扭矩’是工程中的一个基本概念，有助于结构和机械组件的设计与分析。它的重要性不容小觑，因为它确保工程师创造出能够承受各种力的安全可靠的系统。随着技术的进步，计算和应用‘等效扭矩’的方法将继续发展，但其在工程中的核心重要性将保持不变。理解这一概念对于任何从事力学、结构分析和材料科学领域的人来说都是必不可少的。因此，掌握‘等效扭矩’不仅对学术成功有利，而且对工程专业能力也至关重要。