stability criterion numeral

简明释义

稳性衡准数

英英释义

例句

1.A high stability criterion numeral 稳定性标准数字 indicates a robust system that can handle disturbances effectively.

高 稳定性标准数字 stability criterion numeral 表明系统具有强大的能力，可以有效处理干扰。

2.To ensure safety, the stability criterion numeral 稳定性标准数字 must be within acceptable limits.

为了确保安全，稳定性标准数字 stability criterion numeral 必须在可接受的范围内。

3.The stability criterion numeral 稳定性标准数字 is crucial for assessing the performance of dynamic systems.

评估动态系统性能时，稳定性标准数字 stability criterion numeral 是至关重要的。

4.In control systems, the stability criterion numeral 稳定性标准数字 helps determine whether the system will remain stable under various conditions.

在控制系统中，稳定性标准数字 stability criterion numeral 帮助确定系统在各种条件下是否会保持稳定。

5.Engineers often refer to the stability criterion numeral 稳定性标准数字 when designing feedback loops.

工程师在设计反馈回路时常常参考 稳定性标准数字 stability criterion numeral 。

作文

In the field of engineering and control systems, the concept of stability is paramount. Engineers and scientists often rely on various metrics to assess the stability of a system. One such metric is known as the stability criterion numeral, which serves as a quantitative measure to evaluate whether a system will remain stable under given conditions. Understanding this term is crucial for designing systems that function reliably over time.The stability criterion numeral is derived from mathematical models that describe the behavior of dynamic systems. These models can be represented through differential equations or transfer functions, which capture how inputs to the system affect its outputs. By analyzing these representations, engineers can derive the stability criterion numeral, which indicates the range of parameters for which the system behaves in a stable manner.For instance, consider a simple feedback control system. The stability criterion numeral might be used to determine the gain margin and phase margin of the system. These margins provide insights into how much variation in system parameters can be tolerated before instability occurs. If the stability criterion numeral indicates that the system is stable within a certain range, engineers can confidently implement that system in real-world applications, knowing it will perform as expected.Conversely, if the stability criterion numeral suggests that the system is on the verge of instability, engineers must take corrective actions. This could involve redesigning components, adjusting feedback loops, or even changing the control strategy altogether. The importance of the stability criterion numeral cannot be overstated, as it directly impacts the safety and effectiveness of engineered systems.Moreover, the stability criterion numeral plays a significant role in simulations and predictive modeling. Engineers often use software tools to simulate the behavior of systems under various conditions. By inputting different parameters, they can observe how changes affect the stability criterion numeral. This process allows for iterative design improvements and ensures that the final product meets all necessary stability requirements.In conclusion, the stability criterion numeral is an essential concept in the realm of engineering and control systems. It provides a clear and quantifiable way to assess the stability of a system, guiding engineers in their design and implementation processes. By understanding and applying the stability criterion numeral, professionals can ensure that their systems operate safely and effectively, ultimately contributing to the advancement of technology and engineering practices. As we continue to innovate and develop more complex systems, the relevance of the stability criterion numeral will only grow, highlighting the need for a robust understanding of stability in engineering disciplines.

在工程和控制系统领域，稳定性的概念至关重要。工程师和科学家通常依赖各种指标来评估系统的稳定性。其中一个指标被称为稳定性标准数字，它作为定量测量，评估系统在给定条件下是否会保持稳定。理解这个术语对于设计能够可靠运行的系统至关重要。稳定性标准数字源于描述动态系统行为的数学模型。这些模型可以通过微分方程或传递函数表示，这些函数捕捉输入对系统输出的影响。通过分析这些表示，工程师可以推导出稳定性标准数字，该数字指示系统在何种参数范围内表现稳定。例如，考虑一个简单的反馈控制系统。稳定性标准数字可能用于确定系统的增益裕度和相位裕度。这些裕度提供了有关系统参数可以容忍多少变化而不会发生不稳定的见解。如果稳定性标准数字表明系统在某个范围内是稳定的，工程师可以自信地在现实应用中实施该系统，知道它将按预期运行。相反，如果稳定性标准数字表明系统处于不稳定的边缘，工程师必须采取纠正措施。这可能涉及重新设计组件、调整反馈回路，甚至完全改变控制策略。稳定性标准数字的重要性不容忽视，因为它直接影响着工程系统的安全性和有效性。此外，稳定性标准数字在模拟和预测建模中也发挥着重要作用。工程师通常使用软件工具来模拟系统在各种条件下的行为。通过输入不同的参数，他们可以观察变化如何影响稳定性标准数字。这个过程允许迭代设计改进，并确保最终产品满足所有必要的稳定性要求。总之，稳定性标准数字是工程和控制系统领域的重要概念。它提供了一种清晰且可量化的方式来评估系统的稳定性，指导工程师在设计和实施过程中的决策。通过理解和应用稳定性标准数字，专业人士可以确保他们的系统安全有效地运行，最终促进技术和工程实践的发展。随着我们继续创新并开发更复杂的系统，稳定性标准数字的相关性只会增加，突显出在工程学科中对稳定性深入理解的必要性。