limit of error

简明释义

误差极限

英英释义

例句

1.In quality control, knowing the limit of error 误差限 helps maintain product standards.

在质量控制中，了解误差限有助于维护产品标准。

2.The engineer reported that the limit of error 误差限 in the calculations was minimal.

工程师报告说，计算中的误差限是微乎其微的。

3.In scientific measurements, it is crucial to know the limit of error 误差限 to ensure accuracy.

在科学测量中，了解误差限是确保准确性的关键。

4.Before conducting the experiment, we must determine the limit of error 误差限 for our instruments.

在进行实验之前，我们必须确定仪器的误差限。

5.The limit of error 误差限 affects the reliability of survey results.

误差限会影响调查结果的可靠性。

作文

In the field of science and engineering, precision is paramount. Every measurement taken must be as accurate as possible to ensure that the results are valid and reliable. However, it is essential to acknowledge that no measurement is perfect, and there is always a degree of uncertainty involved. This uncertainty can be quantified by the concept known as the limit of error (误差限). The limit of error refers to the maximum amount of error that can be tolerated in a measurement or calculation. It provides a boundary within which the true value is likely to fall, allowing scientists and engineers to assess the reliability of their data.Understanding the limit of error is crucial when conducting experiments or analyzing data. For instance, if a scientist measures the temperature of a substance and finds it to be 100 degrees Celsius with a limit of error of ±2 degrees, it means the actual temperature could be anywhere between 98 and 102 degrees. This range of uncertainty must be considered when drawing conclusions from the data. Ignoring the limit of error could lead to incorrect assumptions and potentially flawed outcomes.In practical applications, the limit of error can significantly impact decision-making processes. For example, in the construction industry, engineers must account for the limit of error when designing structures. A small miscalculation could lead to catastrophic failures. Therefore, understanding the limit of error helps professionals make informed choices and implement safety measures to mitigate risks.Moreover, the limit of error is not just limited to scientific measurements; it is also relevant in everyday life. When we use measuring tools, such as rulers or scales, they often come with a specified limit of error. For instance, a kitchen scale might indicate weight with a limit of error of ±0.1 grams. Recognizing this limit of error helps cooks understand that their measurements may not be perfectly precise, affecting their recipes.In conclusion, the limit of error is a fundamental concept that plays a significant role in various fields, including science, engineering, and daily life. By acknowledging and understanding the limit of error, individuals can better assess the reliability of their measurements and make more informed decisions. Whether in a laboratory, a construction site, or the kitchen, being aware of the limit of error is essential for achieving accuracy and ensuring safety. Ultimately, embracing this concept allows us to navigate the uncertainties inherent in any measurement, leading to more reliable outcomes and successful endeavors.

在科学和工程领域，精确度至关重要。每次测量都必须尽可能准确，以确保结果的有效性和可靠性。然而，必须承认没有任何测量是完美的，总是涉及一定程度的不确定性。这种不确定性可以通过一个概念来量化，这就是误差限。误差限指的是在测量或计算中可以容忍的最大误差量。它提供了一个边界，在这个边界内，真实值很可能会落入，从而使科学家和工程师能够评估数据的可靠性。理解误差限在进行实验或分析数据时至关重要。例如，如果科学家测量某物质的温度，发现其为100摄氏度，且误差限为±2度，这意味着实际温度可能在98到102度之间。这个不确定性的范围在得出结论时必须考虑。如果忽视了误差限，可能会导致错误的假设和潜在的缺陷结果。在实际应用中，误差限可能对决策过程产生重大影响。例如，在建筑行业，工程师在设计结构时必须考虑误差限。小的计算错误可能导致灾难性的失败。因此，理解误差限帮助专业人士做出明智的选择，并实施安全措施以降低风险。此外，误差限不仅限于科学测量，它在日常生活中也相关。当我们使用测量工具，如尺子或秤时，它们通常会有一个指定的误差限。例如，一台厨房秤可能在±0.1克的误差限内指示重量。认识到这个误差限帮助厨师理解他们的测量可能不是完全精确的，从而影响他们的食谱。总之，误差限是一个基本概念，在科学、工程和日常生活等各个领域发挥着重要作用。通过承认和理解误差限，个人可以更好地评估测量的可靠性，并做出更明智的决策。无论是在实验室、建筑工地还是厨房，意识到误差限对于实现准确性和确保安全至关重要。最终，接受这一概念使我们能够应对任何测量中固有的不确定性，从而导致更可靠的结果和成功的努力。