admissible error

简明释义

容许误差

英英释义

例句

1.Researchers must report any admissible error 可接受误差 in their findings to maintain transparency.

研究人员必须在其发现中报告任何可接受误差以保持透明度。

2.When calibrating instruments, engineers must define the admissible error 可接受误差 to ensure accuracy.

在校准仪器时，工程师必须定义可接受误差以确保准确性。

3.In statistical analysis, a small admissible error 可接受误差 is often tolerated to achieve practical results.

在统计分析中，通常会容忍一个小的可接受误差来获得实际结果。

4.In quality control, products are often assessed for admissible error 可接受误差 before they are approved for sale.

在质量控制中，产品在批准销售之前通常会评估其可接受误差。

5.The admissible error 可接受误差 in this measurement technique is set at 0.5%.

该测量技术中的可接受误差设定为0.5%。

作文

In the field of science and engineering, precision is paramount. However, it is also essential to recognize that no measurement or calculation can be perfectly accurate. This inherent limitation leads us to the concept of admissible error, which refers to the maximum allowable deviation from a true value that is considered acceptable in a given context. Understanding admissible error is crucial for researchers and engineers alike, as it helps them determine the reliability and validity of their results.When conducting experiments or making measurements, scientists often encounter various sources of error. These can stem from instrument calibration, environmental conditions, or human factors. While some errors can be minimized through careful technique, others may be unavoidable. Therefore, establishing a standard for admissible error allows researchers to assess whether their findings are sufficiently accurate for practical application.For instance, in the field of pharmaceuticals, the admissible error in dosage measurements can have significant implications for patient safety. If a medication is supposed to be administered at a precise dosage, any deviation beyond the admissible error threshold could lead to ineffective treatment or adverse side effects. Consequently, regulatory bodies often set strict guidelines regarding the admissible error in drug formulation and delivery to ensure public health is not compromised.Similarly, in engineering, particularly in fields like civil or mechanical engineering, the admissible error plays a vital role in design and construction. Engineers must account for tolerances in their designs, which are essentially limits on how much variation from the intended dimensions is permissible. For example, if a bridge is designed with specific load-bearing capacities, any structural element that does not meet the admissible error criteria could jeopardize the integrity of the entire structure. Therefore, understanding and applying the concept of admissible error is critical in ensuring safety and functionality in engineering projects.The importance of admissible error extends beyond technical fields; it also has implications in everyday decision-making. For example, when evaluating the accuracy of a survey or poll, one must consider the admissible error margin. A political poll might report that a candidate has 55% support, but if the admissible error is ±3%, the actual support could range from 52% to 58%. This uncertainty can significantly impact political strategies and public perception.In conclusion, the concept of admissible error is fundamental across various disciplines. It serves as a guideline for determining the acceptability of deviations from true values in measurements, calculations, and assessments. By recognizing and applying the principles of admissible error, professionals can enhance the credibility of their work and make informed decisions that affect both their fields and society at large. As we continue to advance in technology and methodology, the understanding of admissible error will remain a cornerstone of accuracy and reliability in research and application.

在科学和工程领域，精确性至关重要。然而，同样需要认识到，没有任何测量或计算可以达到完美的准确性。这种固有的局限性引出了“可接受误差”的概念，指的是在特定背景下被认为可以接受的与真实值的最大允许偏差。理解“可接受误差”对研究人员和工程师来说至关重要，因为它帮助他们确定结果的可靠性和有效性。在进行实验或进行测量时，科学家们常常会遇到各种误差来源。这些误差可能源于仪器校准、环境条件或人为因素。虽然一些误差可以通过仔细的技术来最小化，但其他误差可能是不可避免的。因此，建立“可接受误差”的标准使研究人员能够评估他们的发现是否足够准确，以便于实际应用。例如，在制药领域，剂量测量中的“可接受误差”可能对患者安全产生重大影响。如果一种药物应以精确剂量给药，超出“可接受误差”阈值的任何偏差都可能导致治疗无效或不良副作用。因此，监管机构通常会制定严格的关于药物配方和递送中“可接受误差”的指导方针，以确保公众健康不受损害。同样，在工程领域，特别是在土木或机械工程中，“可接受误差”在设计和施工中发挥着至关重要的作用。工程师必须在其设计中考虑公差，这本质上是对允许的尺寸变动的限制。例如，如果一座桥的设计具有特定的承载能力，任何不符合“可接受误差”标准的结构元素都可能危及整个结构的完整性。因此，理解和应用“可接受误差”的概念对于确保工程项目的安全性和功能性至关重要。“可接受误差”的重要性不仅限于技术领域；它在日常决策中也具有重要意义。例如，在评估调查或民意调查的准确性时，必须考虑“可接受误差”的范围。一项政治民调可能报告某位候选人获得55%的支持率，但如果“可接受误差”为±3%，那么实际支持率可能在52%到58%之间。这种不确定性可能对政治战略和公众认知产生重大影响。总之，“可接受误差”的概念在各个学科中都是基础。它作为判断测量、计算和评估中与真实值偏差可接受性的指南。通过认识和应用“可接受误差”的原则，专业人士可以提高其工作的可信度，并做出影响其领域和社会的明智决策。随着我们在技术和方法上的不断进步，对“可接受误差”的理解将继续成为研究和应用中准确性和可靠性的基石。