modulus of rupture

简明释义

裂断模量

英英释义

例句

1.When testing the ceramics, the modulus of rupture 抗折模量 was found to be significantly higher than expected.

在测试陶瓷时，发现modulus of rupture 抗折模量显著高于预期。

2.In our lab, we routinely measure the modulus of rupture 抗折模量 of different wood species to assess their strength.

在我们的实验室，我们定期测量不同木材种类的modulus of rupture 抗折模量以评估其强度。

3.The modulus of rupture 抗折模量 is an important property in determining the suitability of a material for construction.

在确定材料是否适合建筑时，modulus of rupture 抗折模量是一个重要属性。

4.The engineer calculated the modulus of rupture 抗折模量 for the new composite material to ensure it could withstand heavy loads.

工程师计算了新复合材料的modulus of rupture 抗折模量，以确保它能够承受重负荷。

5.A higher modulus of rupture 抗折模量 indicates that the material can withstand greater stress before breaking.

更高的modulus of rupture 抗折模量表明该材料在断裂前可以承受更大的压力。

作文

The term modulus of rupture refers to a material property that measures the maximum stress a material can withstand before failure in bending. It is particularly important in the field of materials science and engineering, as it helps engineers and designers understand how materials behave under various loads and conditions. The modulus of rupture is typically determined through standardized testing methods, where a sample material is subjected to a bending force until it fractures. This property is crucial for applications involving structural components, such as beams, slabs, and other elements that experience bending forces.Understanding the modulus of rupture is essential for selecting the right materials for construction and manufacturing. For instance, wood, concrete, and metals have different modulus of rupture values, which influence their suitability for specific applications. A material with a high modulus of rupture can support heavier loads and is less likely to fail under stress, making it ideal for structural applications. Conversely, materials with a low modulus of rupture may be more appropriate for non-structural uses or where flexibility is required.In practical terms, the modulus of rupture allows engineers to calculate the load-bearing capacity of materials used in construction. For example, when designing a bridge, engineers must consider the modulus of rupture of the materials used for the beams and supports to ensure they can handle the weight of vehicles and pedestrians without collapsing. Similarly, in the design of furniture, the modulus of rupture helps manufacturers create products that are both functional and safe for consumers.Moreover, the modulus of rupture plays a significant role in quality control during the production of materials. By routinely testing the modulus of rupture of batches of material, manufacturers can ensure consistency and reliability in their products. If a batch fails to meet the required modulus of rupture, it may indicate issues in the manufacturing process that need to be addressed.In addition to its applications in construction and manufacturing, the modulus of rupture is also relevant in research and development. Scientists and engineers continually seek to develop new materials with improved properties, including higher modulus of rupture. Innovations in composites and alloys often focus on enhancing this property to create stronger, lighter materials that can withstand greater stresses.In summary, the modulus of rupture is a fundamental property that describes the strength of materials under bending stress. Its importance spans various industries, from construction to manufacturing and research. By understanding and applying the concept of modulus of rupture, engineers can make informed decisions about material selection, ensuring safety, durability, and performance in their designs. As technology advances, the exploration of materials with enhanced modulus of rupture values will continue to be a key area of focus, driving innovation and improving the capabilities of modern engineering and architecture.

“破坏模量”是一个材料特性术语，用于测量材料在弯曲时承受的最大应力，直至发生破坏。它在材料科学和工程领域特别重要，因为它帮助工程师和设计师了解材料在各种负载和条件下的行为。“破坏模量”通常通过标准化测试方法来确定，其中样本材料在施加弯曲力的情况下，直到其断裂。该属性对于涉及结构组件的应用至关重要，例如梁、板和其他承受弯曲力的元素。理解“破坏模量”对于选择合适的建筑和制造材料至关重要。例如，木材、混凝土和金属具有不同的“破坏模量”值，这影响它们在特定应用中的适用性。具有高“破坏模量”的材料可以支撑更重的负载，且在应力下不易发生故障，因此非常适合结构应用。相反，具有低“破坏模量”的材料可能更适合非结构用途或需要灵活性的地方。在实际应用中，“破坏模量”使工程师能够计算用于建筑的材料的承载能力。例如，在设计桥梁时，工程师必须考虑用于梁和支撑的材料的“破坏模量”，以确保它们能够在不倒塌的情况下承受车辆和行人的重量。同样，在家具设计中，“破坏模量”帮助制造商创建既实用又安全的产品。此外，“破坏模量”在材料生产过程中的质量控制中也起着重要作用。通过定期测试材料批次的“破坏模量”，制造商可以确保其产品的一致性和可靠性。如果某一批次未能达到所需的“破坏模量”，这可能表明需要解决的生产过程中的问题。除了在建筑和制造中的应用外，“破坏模量”在研究和开发中也很相关。科学家和工程师不断寻求开发具有改进特性的材料，包括更高的“破坏模量”。复合材料和合金的创新通常集中在增强这一属性，以创造出更强、更轻的材料，能够承受更大的压力。总之，“破坏模量”是描述材料在弯曲应力下强度的基本特性。它的重要性跨越多个行业，从建筑到制造再到研究。通过理解和应用“破坏模量”的概念，工程师可以在材料选择方面做出明智的决策，确保其设计的安全性、耐用性和性能。随着技术的进步，对具有更高“破坏模量”值的材料的探索将继续成为一个关键关注领域，推动创新，提高现代工程和建筑的能力。