static moment

简明释义

静力矩

英英释义

A static moment refers to the measure of the tendency of a force to cause an object to rotate about a pivot point, calculated as the product of the force and the distance from the pivot point to the line of action of the force.

静力矩是指力使物体绕支点旋转的倾向的度量,计算方法为力与从支点到力作用线的距离的乘积。

例句

1.The engineer calculated the static moment to ensure the structure could withstand the applied loads.

工程师计算了静力矩以确保结构能够承受施加的荷载。

2.Calculating the static moment is essential for designing safe and efficient structures.

计算静力矩对于设计安全高效的结构至关重要。

3.The team used software to simulate the static moment in various scenarios.

团队使用软件模拟了不同场景下的静力矩

4.Understanding the static moment helps in predicting how a beam will react under a load.

理解静力矩有助于预测梁在荷载下的反应。

5.In this bridge design, the static moment around the supports was critical for stability.

在这个桥梁设计中,支撑点周围的静力矩对稳定性至关重要。

作文

In the field of engineering and physics, understanding various concepts is crucial for successful application. One such concept is the static moment, which plays a significant role in analyzing forces acting on structures. The static moment refers to the rotational effect produced by a force acting at a distance from a pivot point. It is essential to understand that this moment is calculated when the system is in equilibrium, meaning that all forces and moments acting on the object are balanced. This principle is fundamental in ensuring the stability and safety of structures such as bridges, buildings, and machinery.To better grasp the concept of static moment, consider a simple example: a seesaw. When one child sits at one end, their weight creates a static moment around the pivot point in the center. If another child wants to balance the seesaw, they must sit at a distance that creates an equal and opposite static moment. This scenario illustrates how the static moment can influence the behavior of objects in static equilibrium.The calculation of static moment involves multiplying the force applied by the distance from the pivot point. Mathematically, it can be expressed as M = F × d, where M is the static moment, F is the force, and d is the distance from the pivot. This equation highlights the importance of both the magnitude of the force and its distance from the pivot in determining the overall effect on the system.In practical applications, engineers often utilize the concept of static moment in designing structures to ensure they can withstand various loads without failing. For instance, when designing a beam, engineers must calculate the static moment caused by loads applied at different points along the beam. By ensuring that the static moment does not exceed the material's strength, engineers can prevent structural failures and ensure safety.Moreover, the concept of static moment extends beyond simple mechanical systems. In civil engineering, it is vital for analyzing the forces acting on large structures like skyscrapers or dams. The distribution of loads and the resulting static moment must be carefully considered to maintain structural integrity under various conditions, including wind and seismic activity.In conclusion, the static moment is a fundamental concept in engineering and physics that helps us understand how forces interact with objects in static equilibrium. By analyzing the static moment, engineers can design safe and efficient structures capable of withstanding various loads. Whether it is a simple seesaw or a complex bridge, the principles behind the static moment remain vital in ensuring the stability and safety of our built environment. As we continue to advance in technology and construction methods, the understanding of static moment will remain a key component in the field of engineering.

在工程和物理学领域,理解各种概念对于成功应用至关重要。其中一个概念是静力矩,它在分析作用于结构的力时发挥着重要作用。静力矩是指作用于支点距离处的力产生的旋转效应。需要理解的是,这一矩是在系统处于平衡状态时计算的,这意味着作用于物体的所有力和矩都是平衡的。这一原理在确保桥梁、建筑物和机械等结构的稳定性和安全性方面是基本的。为了更好地理解静力矩的概念,可以考虑一个简单的例子:秋千。当一个孩子坐在一端时,他们的体重在中心的支点上产生了一个静力矩。如果另一个孩子想要平衡秋千,他们必须坐在一个距离上,以产生一个相等且相反的静力矩。这个场景说明了静力矩如何影响静态平衡中物体的行为。静力矩的计算涉及将施加的力乘以与支点的距离。从数学上讲,它可以表示为M = F × d,其中M是静力矩,F是力,d是与支点的距离。这个方程强调了施加力的大小和它与支点的距离在确定系统整体效应中的重要性。在实际应用中,工程师通常利用静力矩的概念来设计结构,以确保它们能够承受各种载荷而不发生故障。例如,在设计梁时,工程师必须计算作用在梁不同点上的载荷所造成的静力矩。通过确保静力矩不超过材料的强度,工程师可以防止结构故障并确保安全。此外,静力矩的概念不仅限于简单的机械系统。在土木工程中,它对于分析大型结构(如摩天大楼或水坝)上的作用力至关重要。载荷的分布及其产生的静力矩必须仔细考虑,以保持在各种条件下(包括风和地震活动)结构的完整性。总之,静力矩是工程和物理学中一个基本的概念,帮助我们理解力如何与处于静态平衡中的物体相互作用。通过分析静力矩,工程师可以设计出安全高效的结构,能够承受各种载荷。无论是简单的秋千还是复杂的桥梁,静力矩背后的原理在确保我们建造环境的稳定性和安全性方面仍然至关重要。随着我们在技术和建筑方法上的不断进步,对静力矩的理解将继续成为工程领域的关键组成部分。

相关单词

static

static详解:怎么读、什么意思、用法