permissible error

简明释义

容许误差

英英释义

例句

1.In scientific experiments, a permissible error 允许误差 of 5% is often accepted to account for variability.

在科学实验中，通常接受的 允许误差 permissible error 为5%，以考虑变异性。

2.The engineer explained that the permissible error 允许误差 for the measurements was within 0.1 millimeters.

工程师解释说，测量的 允许误差 permissible error 在0.1毫米以内。

3.During the audit, the accountant noted the permissible error 允许误差 in financial reports was set at 1%.

在审计期间，会计注意到财务报告中的 允许误差 permissible error 被设定为1%。

4.When calibrating instruments, it's crucial to know the permissible error 允许误差 to ensure accurate readings.

在校准仪器时，了解 允许误差 permissible error 是确保读数准确的关键。

5.The manufacturer stated that the permissible error 允许误差 in the product's dimensions should not exceed 2%.

制造商表示，产品尺寸的 允许误差 permissible error 不应超过2%。

作文

In the realm of science and engineering, precision is critical. However, achieving absolute accuracy is often impossible due to various constraints such as measurement limitations, environmental factors, and human error. This brings us to the concept of permissible error, which refers to the acceptable level of deviation from a true value in measurements or calculations. Understanding permissible error is essential for professionals across various fields, as it helps them determine the reliability of their results and make informed decisions based on those results.For instance, in the field of construction, engineers must ensure that structures are built within certain tolerances. A slight deviation from the specified dimensions might be acceptable, but exceeding the permissible error could lead to structural failures or safety hazards. Therefore, engineers often rely on established standards that define these tolerances, allowing them to work effectively while maintaining safety.Similarly, in scientific research, the concept of permissible error plays a crucial role in data analysis. Researchers conduct experiments to test hypotheses, and they must account for potential errors in their measurements. By understanding the permissible error, researchers can evaluate whether their results are statistically significant or if they fall within an acceptable range of variability. This understanding is vital for drawing valid conclusions and advancing knowledge in their respective fields.Moreover, the notion of permissible error extends beyond technical fields. In everyday life, individuals encounter situations where approximations are necessary. For example, when budgeting finances, one might set a permissible error margin for unexpected expenses. This allows for flexibility in financial planning and helps individuals avoid stress when facing minor discrepancies between expected and actual expenditures.Furthermore, in the world of technology, software developers often deal with permissible error when creating algorithms and applications. They must consider how much variance is acceptable in user inputs or system outputs. By defining a permissible error threshold, developers can enhance user experience while ensuring that the software remains functional and reliable.In conclusion, the concept of permissible error is integral to various domains, from engineering and scientific research to everyday decision-making and technology development. It provides a framework for understanding the limits of accuracy and helps individuals and professionals navigate uncertainties. By recognizing and applying the principles behind permissible error, we can improve our ability to make informed choices and achieve our goals effectively. Ultimately, embracing the idea of permissible error allows us to balance precision with practicality, leading to more successful outcomes in both our personal and professional lives.

在科学和工程领域，精确性至关重要。然而，由于测量限制、环境因素和人为错误等各种约束，达到绝对准确往往是不可能的。这使我们引入了“可接受误差”的概念，它指的是在测量或计算中与真实值的可接受偏差水平。理解可接受误差对于各个领域的专业人士至关重要，因为它帮助他们确定结果的可靠性，并根据这些结果做出明智的决策。例如，在建筑领域，工程师必须确保结构在某些公差范围内建造。轻微的尺寸偏差可能是可以接受的，但超过可接受误差可能会导致结构故障或安全隐患。因此，工程师通常依赖于已建立的标准来定义这些公差，使他们能够有效工作，同时保持安全。同样，在科学研究中，可接受误差的概念在数据分析中发挥着关键作用。研究人员进行实验以测试假设，他们必须考虑测量中的潜在误差。通过理解可接受误差，研究人员可以评估他们的结果是否具有统计显著性，或者是否在可接受的变异范围内。这种理解对于得出有效结论和推进各自领域的知识至关重要。此外，可接受误差的概念不仅限于技术领域。在日常生活中，个人遇到需要近似的情况。例如，在预算财务时，人们可能会为意外开支设定一个可接受误差范围。这为财务规划提供了灵活性，并帮助个人在面对预期和实际支出之间的轻微差异时避免压力。此外，在技术世界中，软件开发人员在创建算法和应用程序时也经常处理可接受误差。他们必须考虑用户输入或系统输出中可接受的方差程度。通过定义可接受误差阈值，开发人员可以增强用户体验，同时确保软件保持功能和可靠性。总之，可接受误差的概念在多个领域中都是不可或缺的，从工程和科学研究到日常决策和技术开发。它提供了理解准确性限制的框架，帮助个人和专业人士应对不确定性。通过认识和应用可接受误差背后的原则，我们可以提高做出明智选择和有效实现目标的能力。最终，拥抱可接受误差的理念使我们能够在精确性和实用性之间取得平衡，从而在个人和职业生活中取得更成功的结果。