permissible variation

简明释义

允许偏差

英英释义

例句

1.In this project, the team must ensure that all measurements are within the permissible variation 允许的变动范围 to avoid costly errors.

在这个项目中，团队必须确保所有测量都在允许的变动范围 内，以避免昂贵的错误。

2.During the quality check, we found that the items fell within the permissible variation 允许的变动范围 set by the standards.

在质量检查中，我们发现这些物品符合标准设定的允许的变动范围。

3.The engineer explained that the permissible variation 允许的变动范围 in temperature for the experiment is critical for accurate results.

工程师解释说，实验中温度的允许的变动范围 对准确结果至关重要。

4.The architect mentioned that the permissible variation 允许的变动范围 in building height should not exceed two meters.

建筑师提到，建筑高度的允许的变动范围 不得超过两米。

5.In the manufacturing process, there is a permissible variation 允许的变动范围 of ±5% for the dimensions of the product.

在制造过程中，产品尺寸的允许的变动范围 为±5%。

作文

In various fields, especially in engineering, manufacturing, and science, the concept of permissible variation plays a crucial role in ensuring quality and consistency. The term refers to the acceptable limits of deviation from a standard or specification. In simpler terms, it defines how much a product or process can vary while still meeting the required standards. Understanding permissible variation is essential for professionals who aim to maintain high-quality outputs without compromising efficiency.For instance, in the manufacturing sector, companies often work with precise measurements. When producing parts for machinery, the dimensions must adhere to strict specifications. However, it is impractical to expect every part to be perfectly identical. This is where permissible variation comes into play. Manufacturers determine a range within which the dimensions can fluctuate while still being deemed acceptable. This allows for minor discrepancies due to factors such as material properties, machine calibration, and human error.The significance of permissible variation extends beyond just manufacturing. In the field of statistics, it is used to understand data variability. For example, when analyzing test scores in a classroom, educators recognize that not all students will perform at the same level. A certain degree of variation in scores is expected and acceptable. By establishing a range of permissible variation, teachers can better assess student performance and identify those who may need additional support.In scientific research, permissible variation is equally important. When conducting experiments, researchers must consider the variability of their measurements. For instance, in drug testing, scientists must account for variations in dosage, timing, and individual responses. By determining the permissible variation in their results, they can draw more accurate conclusions and ensure the reliability of their findings.Moreover, the concept of permissible variation fosters innovation. When teams are aware of the acceptable limits of deviation, they are encouraged to experiment within those boundaries. This can lead to new methods, products, or processes that enhance overall performance. For example, a software development team might explore different coding techniques as long as the final product meets the established permissible variation in functionality and user experience.In conclusion, understanding permissible variation is vital across various disciplines. It allows professionals to maintain quality, assess performance, and encourage innovation. By recognizing the acceptable limits of deviation, industries can operate more efficiently while still achieving their desired outcomes. Embracing this concept not only enhances productivity but also paves the way for continuous improvement and excellence in any field. As we navigate through complex systems and processes, the principle of permissible variation remains a foundational element that supports both stability and growth in our endeavors.

在各个领域，尤其是在工程、制造和科学中，允许的变异这一概念在确保质量和一致性方面发挥着至关重要的作用。这个术语指的是偏离标准或规格的可接受限制。简单来说，它定义了一个产品或过程在仍然满足所需标准的情况下可以变化的程度。理解允许的变异对于那些旨在保持高质量输出而不妥协效率的专业人士来说是必不可少的。例如，在制造业中，公司通常处理精确的测量。在生产机械零件时，尺寸必须遵循严格的规格。然而，期望每个零件都完全相同是不切实际的。这就是允许的变异发挥作用的地方。制造商确定一个范围，在这个范围内，尺寸可以波动，同时仍然被认为是可接受的。这允许由于材料特性、机器校准和人为错误等因素导致的轻微差异。允许的变异的重要性不仅限于制造业。在统计学领域，它用于理解数据的可变性。例如，在分析课堂上的考试成绩时，教育工作者认识到并非所有学生的表现都处于同一水平。成绩的某种程度的变异是预期和可接受的。通过建立允许的变异范围，教师可以更好地评估学生的表现，并识别出可能需要额外支持的学生。在科学研究中，允许的变异同样重要。当进行实验时，研究人员必须考虑测量的可变性。例如，在药物测试中，科学家必须考虑剂量、时间和个体反应的变异。通过确定结果中的允许的变异，他们可以得出更准确的结论，并确保研究结果的可靠性。此外，允许的变异这一概念促进了创新。当团队意识到可接受的偏差限度时，他们就被鼓励在这些边界内进行实验。这可能会导致新的方法、产品或流程，从而提高整体性能。例如，软件开发团队可能会探索不同的编码技术，只要最终产品符合既定的功能和用户体验的允许的变异。总之，理解允许的变异在各个学科中都是至关重要的。它使专业人士能够维持质量、评估性能并鼓励创新。通过认识到可接受的偏差限度，各个行业可以更有效地运作，同时仍然实现其预期结果。拥抱这一概念不仅提高了生产力，而且为我们在任何领域的持续改进和卓越铺平了道路。当我们在复杂的系统和过程中导航时，允许的变异原则仍然是支撑我们努力的基础元素，既支持稳定性又促进增长。