admissible deviation

简明释义

容许偏差

英英释义

例句

1.According to the regulations, any admissible deviation 可接受的偏差 from the safety standards must be documented.

根据规定，任何对于安全标准的可接受的偏差都必须记录。

2.In quality control, an admissible deviation 可接受的偏差 in dimensions ensures that products meet specifications.

在质量控制中，尺寸上的可接受的偏差确保产品符合规格。

3.The architect noted that an admissible deviation 可接受的偏差 in structural measurements is common in construction.

建筑师指出，在结构测量中，可接受的偏差在建筑中是常见的。

4.The project manager stated that an admissible deviation 可接受的偏差 of 10% from the budget is allowed.

项目经理表示，预算允许有10%的可接受的偏差。

5.The engineer explained that an admissible deviation 可接受的偏差 in the temperature readings would not affect the experiment's outcome.

工程师解释说，温度读数中的可接受的偏差不会影响实验结果。

作文

In the field of statistics and quality control, the concept of admissible deviation plays a critical role in determining whether a product or process meets the required standards. admissible deviation refers to the allowable variation from a set standard that is considered acceptable without compromising the integrity or functionality of the product. This concept is particularly important in industries where precision is paramount, such as aerospace, pharmaceuticals, and manufacturing.When a company designs a product, it establishes certain specifications that the product must meet. These specifications are based on rigorous testing and analysis to ensure that the product performs as intended. However, in real-world applications, it is nearly impossible to achieve absolute perfection. Therefore, admissible deviation provides a framework within which minor variations can occur without resulting in failure or significant performance issues.For instance, consider a manufacturer producing metal rods for construction purposes. The specification might require that each rod be exactly 10 centimeters in length. However, due to the limitations of machinery and human error, it is unrealistic to expect every rod to be precisely 10 centimeters. Instead, the manufacturer may establish an admissible deviation of plus or minus 0.5 centimeters. This means that any rod measuring between 9.5 and 10.5 centimeters would be deemed acceptable. By allowing for this admissible deviation, the manufacturer can maintain efficiency while still ensuring that the rods will function adequately in their intended applications.The importance of admissible deviation extends beyond mere acceptance of variance; it also plays a vital role in quality assurance processes. Quality control teams regularly test products to determine if they fall within the established limits of admissible deviation. If a batch of products consistently falls outside these limits, it may indicate a problem in the production process that needs to be addressed. This proactive approach helps prevent defective products from reaching consumers, thereby safeguarding the company’s reputation and ensuring customer satisfaction.Moreover, understanding admissible deviation is crucial for regulatory compliance. Many industries are governed by strict regulations that dictate acceptable levels of variation in product specifications. Companies must demonstrate that their products not only meet these standards but also operate within the bounds of admissible deviation. Failing to comply with these regulations can result in severe penalties, including fines and product recalls, which can have devastating effects on a company’s financial health.In conclusion, the concept of admissible deviation is essential for maintaining quality and efficiency in production processes. It allows manufacturers to account for inevitable variations while still delivering products that meet safety and performance standards. By establishing clear guidelines for admissible deviation, companies can enhance their quality control measures, ensure compliance with regulations, and ultimately provide better products to consumers. As industries continue to evolve and face new challenges, the significance of understanding and applying admissible deviation will only grow, making it a fundamental aspect of modern manufacturing and quality assurance practices.

在统计学和质量控制领域，可接受偏差的概念在确定产品或过程是否符合所需标准方面发挥着关键作用。可接受偏差是指被认为可接受的与设定标准的允许变动，而不会影响产品的完整性或功能。这个概念在航空航天、制药和制造等对精度要求极高的行业中尤为重要。当一家公司设计产品时，会建立一些产品必须满足的规格。这些规格是基于严格的测试和分析，以确保产品按预期运行。然而，在实际应用中，几乎不可能实现绝对完美。因此，可接受偏差提供了一个框架，在这个框架内可以发生轻微的变化，而不会导致失败或显著的性能问题。例如，考虑一家为建筑目的生产金属杆的制造商。规格可能要求每根杆的长度恰好为10厘米。然而，由于机器和人为错误的限制，期望每根杆都精确到10厘米是不现实的。相反，制造商可能会建立一个可接受偏差，即正负0.5厘米。这意味着任何测量在9.5到10.5厘米之间的杆都将被视为可接受的。通过允许这种可接受偏差，制造商可以保持效率，同时确保这些杆在其预期应用中能够正常使用。可接受偏差的重要性不仅限于对变异的简单接受；它在质量保证过程中也发挥着至关重要的作用。质量控制团队定期测试产品，以确定它们是否在设定的可接受偏差范围内。如果一批产品持续超出这些限制，可能表明生产过程中存在需要解决的问题。这种主动的方法有助于防止缺陷产品到达消费者，从而保护公司的声誉并确保客户满意度。此外，理解可接受偏差对遵守法规至关重要。许多行业受到严格的法规约束，这些法规规定了产品规格中可接受的变动水平。公司必须证明其产品不仅符合这些标准，还在可接受偏差的范围内运行。未能遵守这些法规可能会导致严重的处罚，包括罚款和产品召回，这可能对公司的财务健康产生毁灭性影响。总之，可接受偏差的概念对于维持生产过程中的质量和效率至关重要。它允许制造商考虑不可避免的变异，同时仍然提供符合安全和性能标准的产品。通过建立明确的可接受偏差指导方针，公司可以增强其质量控制措施，确保遵守法规，并最终向消费者提供更好的产品。随着行业的不断发展和面临新挑战，理解和应用可接受偏差的重要性只会增加，使其成为现代制造和质量保证实践的基本方面。