stress concentration factor

简明释义

应力集中因数

英英释义

The stress concentration factor is a dimensionless quantity that quantifies the increase in stress at a particular point in a material, typically due to geometric discontinuities or irregularities such as holes, notches, or sharp corners.

应力集中系数是一个无量纲量,用于量化材料中特定点的应力增加,通常是由于几何不连续性或不规则性,如孔、缺口或尖角所致。

例句

1.Finite element analysis was used to calculate the stress concentration factor 应力集中系数 around the hole in the plate.

采用有限元分析计算了板材孔周围的应力集中系数 stress concentration factor

2.A higher stress concentration factor 应力集中系数 indicates a greater risk of material failure under cyclic loading.

更高的应力集中系数 stress concentration factor表明在循环载荷下材料失效的风险更大。

3.The design team modified the geometry to reduce the stress concentration factor 应力集中系数 in the welded joint.

设计团队修改了几何形状,以降低焊接接头的应力集中系数 stress concentration factor

4.In fatigue analysis, the stress concentration factor 应力集中系数 plays a crucial role in predicting failure points.

在疲劳分析中,应力集中系数 stress concentration factor在预测失效点方面起着至关重要的作用。

5.The engineer calculated the stress concentration factor 应力集中系数 for the notched beam to ensure it could withstand the applied load.

工程师计算了缺口梁的应力集中系数 stress concentration factor以确保它能够承受施加的载荷。

作文

The concept of stress concentration factor is crucial in the field of engineering and materials science. It refers to the ratio of the highest stress in a material to the nominal stress, which is the average stress distributed over a larger area. Understanding this factor is essential for engineers when designing structures and components that must withstand various loads and forces. In essence, the stress concentration factor helps predict where failures might occur in a material due to localized stress increases.When a material is subjected to external forces, it experiences stress, which is defined as force per unit area. However, not all areas of a material experience uniform stress. Certain geometric features, such as holes, notches, or sharp corners, can lead to localized increases in stress. This is where the stress concentration factor becomes significant. For example, if a metal beam has a hole drilled through it, the stress around the edges of the hole will be much higher than the average stress across the entire beam. The stress concentration factor quantifies this increase in stress.Engineers use the stress concentration factor in their calculations to ensure that structures can safely bear the loads they will encounter throughout their lifespan. By identifying areas of potential stress concentration, they can modify designs to distribute stress more evenly, thereby enhancing the safety and longevity of the structure. For instance, in bridge design, understanding the stress concentration factor allows engineers to reinforce specific areas that may be prone to failure, such as joints or connections.Moreover, the stress concentration factor is not only relevant in static loading conditions but also in dynamic situations where materials are subjected to fluctuating loads. In these cases, the effects of fatigue become critical, and the stress concentration factor can help predict the lifespan of a component under cyclic loading. For example, in aircraft design, where components experience repeated stress during flight, calculating the stress concentration factor is vital to ensure that parts do not fail prematurely.In conclusion, the stress concentration factor is an important parameter in engineering that aids in the design and analysis of materials and structures. It highlights the need for careful consideration of stress distributions in engineering applications. By understanding and applying the stress concentration factor, engineers can create safer, more reliable structures that can withstand the stresses of their operational environments. As technology advances, the methods for calculating and analyzing the stress concentration factor continue to evolve, further enhancing our ability to design effective and durable components in various fields, from civil engineering to aerospace and beyond.

应力集中系数的概念在工程和材料科学领域至关重要。它指的是材料中最高应力与名义应力的比率,名义应力是分布在较大区域上的平均应力。理解这个系数对于工程师在设计必须承受各种载荷和力的结构和组件时至关重要。实质上,应力集中系数有助于预测由于局部应力增加而可能发生的材料失效。当材料受到外部力作用时,会经历应力,定义为单位面积上的力。然而,并非所有材料区域都经历均匀应力。某些几何特征,如孔、缺口或锐角,会导致应力的局部增加。这就是应力集中系数显得重要的地方。例如,如果一根金属梁上钻了一个孔,孔边缘的应力将远高于整个梁的平均应力。应力集中系数量化了这种应力的增加。工程师在计算中使用应力集中系数以确保结构能够安全承受其整个生命周期内遇到的载荷。通过识别潜在的应力集中区域,他们可以修改设计以更均匀地分配应力,从而增强结构的安全性和耐久性。例如,在桥梁设计中,理解应力集中系数使工程师能够加固可能易于失效的特定区域,例如接头或连接。此外,应力集中系数不仅与静态载荷条件相关,而且在材料受到波动载荷的动态情况下也很重要。在这些情况下,疲劳效应变得至关重要,应力集中系数可以帮助预测在循环载荷下组件的寿命。例如,在飞机设计中,组件在飞行过程中经历反复应力,因此计算应力集中系数对于确保部件不会过早失效至关重要。总之,应力集中系数是工程中的一个重要参数,有助于材料和结构的设计与分析。它强调了在工程应用中仔细考虑应力分布的必要性。通过理解和应用应力集中系数,工程师可以创建更安全、更可靠的结构,能够承受其操作环境中的应力。随着技术的进步,计算和分析应力集中系数的方法不断发展,进一步增强了我们在各个领域(从土木工程到航空航天及其他领域)设计有效和耐用组件的能力。

相关单词

concentration

concentration详解:怎么读、什么意思、用法

factor

factor详解:怎么读、什么意思、用法