axi symmetrical stress

简明释义

轴对称应力;

英英释义

例句

1.To prevent failure, materials should be selected based on their ability to resist axi symmetrical stress 轴对称应力.

为了防止失效，应根据材料抵抗轴对称应力的能力进行选择。

2.Engineers must account for axi symmetrical stress 轴对称应力 when designing rotating machinery.

工程师在设计旋转机械时必须考虑轴对称应力。

3.In our analysis, we found that the component failed due to excessive axi symmetrical stress 轴对称应力 during testing.

在我们的分析中，我们发现该组件在测试过程中由于过大的轴对称应力而失效。

4.The simulation showed that the axi symmetrical stress 轴对称应力 distribution was uniform across the surface.

模拟显示，表面上的轴对称应力分布是均匀的。

5.The beam was designed to withstand axi symmetrical stress 轴对称应力 from the applied loads.

这根梁的设计能够承受来自施加载荷的轴对称应力。

作文

In the field of engineering and mechanics, understanding stress distribution within materials is crucial for designing safe and efficient structures. One important concept that engineers often encounter is axi symmetrical stress, which refers to the stress state in a material that exhibits symmetry around an axis. This phenomenon is particularly significant in cylindrical or spherical objects, where the geometry plays a critical role in how forces are applied and distributed throughout the structure.When we talk about axi symmetrical stress (轴对称应力), we are essentially discussing a scenario where the stress varies only with the radial distance from the axis of symmetry and not with the angular position. This means that if you were to slice through the object along its axis, the stress profile would look the same at any point along that slice. This simplification allows engineers to apply certain mathematical models to predict how materials will behave under various loading conditions.For instance, consider a thick-walled cylinder subjected to internal pressure. The stress within the cylinder can be analyzed using the theory of axi symmetrical stress (轴对称应力). The internal pressure creates a radial stress that varies with the radius of the cylinder, but due to the symmetry, the analysis becomes much simpler. Engineers can use formulas derived from this concept to calculate the maximum and minimum stresses, ensuring that the material can withstand operational conditions without failing.Moreover, the application of axi symmetrical stress (轴对称应力) is not limited to just cylinders. It also applies to spherical tanks, pipes, and even some types of beams. By recognizing the symmetry in these structures, engineers can optimize their designs, reduce material usage, and enhance safety. For example, in the design of pressure vessels, understanding axi symmetrical stress (轴对称应力) allows for more accurate predictions of where potential failure might occur, leading to better reinforcement strategies.In addition to practical applications, the study of axi symmetrical stress (轴对称应力) contributes to the broader field of material science. Researchers investigate how different materials respond to such stress states, seeking to develop new materials that can better withstand extreme conditions. This research is vital in industries ranging from aerospace to civil engineering, where the performance of materials directly impacts safety and efficiency.Furthermore, the concept of axi symmetrical stress (轴对称应力) is not only relevant in theoretical studies but also in computational simulations. Modern engineering relies heavily on finite element analysis (FEA) to model how structures respond to various loads. By applying the principles of axi symmetrical stress (轴对称应力), engineers can create more accurate models that reflect real-world conditions, ultimately leading to better design decisions.In conclusion, the understanding of axi symmetrical stress (轴对称应力) is essential for engineers and researchers alike. It simplifies the analysis of complex structures, enhances safety, and drives innovation in material development. As we continue to push the boundaries of engineering, the principles surrounding axi symmetrical stress (轴对称应力) will remain a cornerstone in our quest for safer and more efficient designs.

在工程和力学领域，理解材料内部的应力分布对于设计安全和高效的结构至关重要。工程师们经常遇到的一个重要概念是轴对称应力，它指的是材料中围绕某个轴对称的应力状态。这种现象在圆柱形或球形物体中尤为重要，几何形状在力量如何施加和分布于整个结构中起着关键作用。当我们谈论轴对称应力（axi symmetrical stress）时，我们实际上是在讨论一种情况，即应力仅随距离对称轴的径向变化，而与角度位置无关。这意味着如果你沿着物体的轴切割，切口处的应力分布在该切口的任何点上看起来都是相同的。这种简化使得工程师能够应用某些数学模型来预测材料在不同载荷条件下的行为。例如，考虑一个受到内部压力影响的厚壁圆柱。可以利用轴对称应力（axi symmetrical stress）理论分析圆柱内的应力。内部压力产生的径向应力随着圆柱半径的变化而变化，但由于对称性，分析变得简单得多。工程师可以使用从这一概念中得出的公式来计算最大和最小应力，确保材料能够在操作条件下承受而不发生失效。此外，轴对称应力（axi symmetrical stress）的应用不仅限于圆柱。它也适用于球形储罐、管道以及某些类型的梁。通过识别这些结构中的对称性，工程师可以优化设计，减少材料使用，提高安全性。例如，在压力容器的设计中，理解轴对称应力（axi symmetrical stress）可以更准确地预测潜在的失效发生位置，从而导致更好的加固策略。除了实际应用外，轴对称应力（axi symmetrical stress）的研究还促进了材料科学的广泛领域。研究人员调查不同材料如何响应这种应力状态，寻求开发出能够更好地承受极端条件的新材料。这项研究在航空航天、土木工程等行业至关重要，因为材料的性能直接影响安全性和效率。此外，轴对称应力（axi symmetrical stress）的概念不仅在理论研究中相关，也在计算机模拟中发挥作用。现代工程在很大程度上依赖有限元分析（FEA）来模拟结构如何响应各种载荷。通过应用轴对称应力（axi symmetrical stress）的原理，工程师可以创建更准确的模型，反映现实条件，最终导致更好的设计决策。总之，理解轴对称应力（axi symmetrical stress）对工程师和研究人员来说至关重要。它简化了复杂结构的分析，提高了安全性，并推动了材料开发的创新。随着我们继续推动工程的边界，围绕轴对称应力（axi symmetrical stress）的原则将始终是我们追求更安全、更高效设计的基石。