measured deviation

简明释义

测量偏差

英英释义

例句

1.To maintain safety standards, the measured deviation in equipment performance must be monitored regularly.

为了维持安全标准，设备性能中的测量偏差必须定期监控。

2.The engineer calculated the measured deviation to ensure the accuracy of the construction project.

工程师计算了测量偏差以确保施工项目的准确性。

3.In quality control, the measured deviation helps identify defects in the manufacturing process.

在质量控制中，测量偏差有助于识别制造过程中的缺陷。

4.The measured deviation from the expected results was analyzed to improve future experiments.

对预期结果的测量偏差进行了分析，以改进未来的实验。

5.The scientist reported a significant measured deviation in the data collected during the study.

科学家报告在研究中收集的数据中存在显著的测量偏差。

作文

In the field of science and engineering, accuracy is paramount. One of the critical concepts that professionals must understand is the notion of measured deviation. This term refers to the difference between a measured value and a true or accepted value. Understanding measured deviation is essential for ensuring that experiments and measurements are reliable and valid. For instance, when conducting an experiment, scientists often compare their results with known standards. The measured deviation helps them assess how close they are to the expected outcome. Consider a scenario where a researcher is measuring the boiling point of water. The accepted boiling point at sea level is 100 degrees Celsius. If the researcher finds that the boiling point is 102 degrees Celsius, the measured deviation would be 2 degrees. This deviation can arise from various factors, including atmospheric pressure, impurities in the water, or inaccuracies in the measuring equipment. Understanding the implications of measured deviation is crucial in various fields. In manufacturing, for example, tolerances are set for parts produced in a factory. If a part deviates too much from the specified dimensions, it may not function correctly in its intended application. Engineers must calculate the measured deviation to ensure quality control and maintain standards. Furthermore, in statistical analysis, measured deviation plays a significant role in determining the reliability of data. When analyzing a dataset, researchers look for deviations from the mean to understand the distribution of values. A small measured deviation indicates that the data points are closely clustered around the mean, suggesting consistency. Conversely, a large measured deviation may signal variability, prompting further investigation into the underlying causes. In everyday life, we encounter measured deviation in various ways, even if we do not explicitly recognize it. For example, when cooking, if a recipe calls for a specific amount of an ingredient, but we accidentally add more or less, we experience a measured deviation from the original recipe. This deviation can affect the final dish's taste and texture, highlighting the importance of precision in cooking. In conclusion, the concept of measured deviation is integral to many disciplines, emphasizing the importance of accuracy and precision in measurements. Whether in scientific research, manufacturing, or daily activities, understanding and managing measured deviation can lead to improved outcomes and enhanced reliability. By recognizing the significance of this term, individuals can better appreciate the complexities involved in measurement and the importance of striving for accuracy in all endeavors.

在科学和工程领域，准确性至关重要。专业人员必须理解的一个关键概念是测量偏差的概念。这个术语指的是测量值与真实或公认值之间的差异。理解测量偏差对于确保实验和测量的可靠性和有效性至关重要。例如，在进行实验时，科学家通常会将他们的结果与已知标准进行比较。测量偏差帮助他们评估自己与预期结果的接近程度。考虑一个场景，一个研究人员正在测量水的沸点。海平面上公认的沸点是100摄氏度。如果研究人员发现沸点为102摄氏度，则测量偏差为2度。这种偏差可能由多种因素引起，包括大气压力、水中的杂质或测量设备的不准确性。理解测量偏差的影响在各个领域都至关重要。在制造业中，例如，为工厂生产的零件设定了公差。如果某个零件与规定尺寸的偏差过大，它可能无法在其预期应用中正常工作。工程师必须计算测量偏差以确保质量控制并维持标准。此外，在统计分析中，测量偏差在确定数据的可靠性方面发挥着重要作用。在分析数据集时，研究人员寻找与平均值的偏差，以了解值的分布。小的测量偏差表明数据点紧密聚集在平均值附近，表明一致性。相反，较大的测量偏差可能表示变异性，促使进一步调查潜在原因。在日常生活中，我们以各种方式遇到测量偏差，即使我们没有明确认识到。例如，当烹饪时，如果食谱要求特定数量的成分，但我们不小心多加或少加，就会经历与原始食谱的测量偏差。这种偏差可能会影响最终菜肴的味道和质地，突显了烹饪中精确性的重要性。总之，测量偏差的概念在许多学科中都是不可或缺的，强调了测量中准确性和精确性的重要性。无论是在科学研究、制造业还是日常活动中，理解和管理测量偏差都可以带来更好的结果和增强的可靠性。通过认识到这个术语的重要性，个人可以更好地欣赏测量中涉及的复杂性，以及在所有努力中追求准确性的重要性。