characteristic value

简明释义

特定价值，特征值

英英释义

例句

1.The characteristic value of this material determines its suitability for construction.

这种材料的特征值决定了它在建筑中的适用性。

2.Engineers often rely on the characteristic value of a component to ensure safety.

工程师通常依赖于组件的特征值来确保安全。

3.The characteristic value of a function is crucial for understanding its behavior.

函数的特征值对于理解其行为至关重要。

4.In statistics, the characteristic value can help identify trends in data analysis.

在统计学中，特征值可以帮助识别数据分析中的趋势。

5.When designing a product, knowing the characteristic value of materials is essential.

在设计产品时，了解材料的特征值是必不可少的。

作文

In the realm of mathematics and engineering, the term characteristic value refers to a specific numerical value that encapsulates the essential properties of a mathematical object or a physical system. This concept is crucial in various fields, including statistics, structural engineering, and material science. Understanding the characteristic value allows professionals to make informed decisions based on the inherent qualities of the materials or systems they are working with.For instance, in statistics, the characteristic value can represent a measure of central tendency, such as the mean or median, which gives insight into the data set's general behavior. By analyzing these values, statisticians can derive conclusions about a population from a sample, making it easier to understand trends and patterns. Thus, the characteristic value serves as a cornerstone for statistical inference.Similarly, in structural engineering, the characteristic value of a material is often its strength or load-bearing capacity, which is determined through rigorous testing. Engineers use this information to ensure that structures can withstand the forces they encounter over their lifespan. For example, when designing a bridge, engineers must consider the characteristic value of the materials used in construction to guarantee safety and durability. If the materials do not meet the necessary characteristic value, the structure may fail under stress, leading to catastrophic consequences.Moreover, in material science, the characteristic value can refer to properties such as thermal conductivity, elasticity, and tensile strength. These values are essential for selecting the appropriate materials for specific applications. A good example is the aerospace industry, where materials must have high strength-to-weight ratios. Engineers rely on the characteristic value of materials to ensure that aircraft can operate efficiently while maintaining safety standards.The importance of understanding characteristic value extends beyond technical fields; it can also be applied in everyday decision-making. For instance, when evaluating products, consumers often look for characteristic values such as durability, efficiency, and cost-effectiveness. By understanding these values, individuals can make better choices that align with their needs and preferences.In conclusion, the concept of characteristic value is integral to various domains, providing critical insights that guide decision-making processes. Whether in mathematics, engineering, or daily life, recognizing and applying characteristic value enhances our understanding of complex systems and improves our ability to navigate them effectively. As we continue to explore and innovate within these fields, the significance of characteristic value will undoubtedly grow, reinforcing its role as a fundamental element in our quest for knowledge and advancement.

在数学和工程领域，术语特征值指的是一个特定的数值，它概括了一个数学对象或物理系统的基本属性。这个概念在统计学、结构工程和材料科学等多个领域中至关重要。理解特征值使专业人士能够根据他们所处理的材料或系统的固有特性做出明智的决策。例如，在统计学中，特征值可以代表集中趋势的度量，如均值或中位数，这些值提供了对数据集一般行为的洞察。通过分析这些值，统计学家可以从样本推导出有关总体的结论，从而更容易理解趋势和模式。因此，特征值成为统计推断的基石。同样，在结构工程中，材料的特征值通常是其强度或承载能力，这通过严格的测试来确定。工程师利用这些信息来确保结构能够承受其生命周期内遇到的力量。例如，在设计桥梁时，工程师必须考虑用于施工的材料的特征值，以确保安全性和耐用性。如果材料未达到必要的特征值，结构可能在应力下失败，导致灾难性的后果。此外，在材料科学中，特征值可以指热导率、弹性和抗拉强度等性质。这些值对于选择适合特定应用的材料至关重要。一个好的例子是航空航天工业，其中材料必须具有高强度与重量比。工程师依靠材料的特征值来确保飞机能够高效运行，同时保持安全标准。理解特征值的重要性不仅限于技术领域；它还可以应用于日常决策。例如，在评估产品时，消费者通常会寻找诸如耐用性、效率和成本效益等特征值。通过理解这些值，个人可以做出更符合其需求和偏好的选择。总之，特征值的概念在多个领域中都是不可或缺的，提供了指导决策过程的关键见解。无论是在数学、工程还是日常生活中，认识和应用特征值增强了我们对复杂系统的理解，并提高了我们有效导航的能力。随着我们继续在这些领域探索和创新，特征值的重要性无疑会增长，进一步巩固其作为我们追求知识和进步的基本元素的角色。