age equation without capture

简明释义

非俘获年龄方程

英英释义

The age equation without capture refers to a mathematical or statistical formula used to estimate the age of an object or organism based on certain variables, excluding any factors that would involve the collection or 'capture' of data.

无捕获年龄方程是指一种数学或统计公式,用于根据某些变量估计物体或生物的年龄,排除任何涉及数据收集或“捕获”的因素。

例句

1.In our research on demographic changes, we found that the age equation without capture 未捕获的年龄方程 can help us understand population dynamics better.

在我们对人口变化的研究中,我们发现 未捕获的年龄方程 age equation without capture 可以帮助我们更好地理解人口动态。

2.The age equation without capture 未捕获的年龄方程 is crucial for predicting future trends in healthcare needs.

未捕获的年龄方程 age equation without capture 对于预测未来医疗需求趋势至关重要。

3.During the workshop, we discussed how the age equation without capture 未捕获的年龄方程 affects urban planning.

在研讨会上,我们讨论了 未捕获的年龄方程 age equation without capture 如何影响城市规划。

4.Understanding the age equation without capture 未捕获的年龄方程 allows businesses to tailor their services to different age groups.

理解 未捕获的年龄方程 age equation without capture 使企业能够根据不同年龄群体量身定制服务。

5.The analysis of the age equation without capture 未捕获的年龄方程 revealed significant insights into migration patterns.

未捕获的年龄方程 age equation without capture 的分析揭示了移民模式的重要见解。

作文

In the realm of scientific research, particularly in the fields of ecology and population dynamics, the concept of the age equation without capture plays a crucial role. This term refers to a mathematical model used to estimate the age structure of a population without the need for direct observation or capture of individuals. By utilizing this equation, researchers can infer the age distribution based on various demographic parameters such as birth rates, death rates, and migration patterns. Understanding the age equation without capture is essential for wildlife management and conservation efforts, as it allows scientists to monitor populations that are difficult to study directly due to their elusive nature or the impracticality of capturing them for data collection.The age equation without capture can be particularly useful when dealing with species that have low visibility or are endangered. For example, marine life such as certain fish species or deep-sea organisms often evade traditional capture methods. In such cases, researchers may rely on indirect methods, such as analyzing environmental DNA (eDNA) or using acoustic monitoring techniques, to gather data about these populations. By applying the age equation without capture, scientists can estimate the age classes present in these populations, which is vital for understanding their reproductive potential and overall health.Moreover, the implications of this equation extend beyond mere population estimates. It also contributes to our understanding of ecological interactions and the dynamics of ecosystems. For instance, knowing the age structure of a predator population can help predict its impact on prey species, thereby informing management decisions that aim to maintain ecological balance. Similarly, understanding the age distribution of a particular plant species can provide insights into habitat requirements and resilience to environmental changes.The application of the age equation without capture is not limited to wildlife studies; it can also be applied in human demographics. For instance, public health officials may use similar models to estimate the age distribution of populations in areas where census data is scarce or unreliable. This information is crucial for planning healthcare services and allocating resources effectively.In conclusion, the age equation without capture is an invaluable tool in both ecological and demographic research. Its ability to provide insights into age structures without the need for direct capture makes it especially useful for studying elusive populations. As researchers continue to refine this model and develop new methods for data collection, the applications of the age equation without capture will undoubtedly expand, leading to more effective conservation strategies and better-informed policy decisions. Ultimately, understanding and leveraging this concept can contribute significantly to our efforts in preserving biodiversity and managing natural resources sustainably.

在科学研究领域,尤其是在生态学和种群动态的领域中,无捕获年龄方程的概念发挥着至关重要的作用。这个术语指的是一种数学模型,用于估计种群的年龄结构,而无需直接观察或捕捉个体。通过利用这个方程,研究人员可以根据出生率、死亡率和迁移模式等各种人口参数推断年龄分布。理解无捕获年龄方程对于野生动物管理和保护工作至关重要,因为它允许科学家监测那些由于难以直接研究而难以捕捉的数据集。无捕获年龄方程在处理低可见性或濒危物种时特别有用。例如,某些鱼类或深海生物等海洋生物通常会逃避传统的捕捉方法。在这种情况下,研究人员可能依赖间接方法,例如分析环境DNA(eDNA)或使用声学监测技术,来收集这些种群的数据。通过应用无捕获年龄方程,科学家可以估计这些种群中存在的年龄类别,这对于理解它们的繁殖潜力和整体健康至关重要。此外,这个方程的含义不仅限于单纯的人口估计。它还为我们理解生态相互作用和生态系统的动态提供了贡献。例如,了解捕食者种群的年龄结构可以帮助预测其对猎物种类的影响,从而为维护生态平衡的管理决策提供信息。同样,理解特定植物种类的年龄分布可以提供对栖息地要求和对环境变化的适应能力的洞察。无捕获年龄方程的应用不仅限于野生动物研究;它也可以应用于人类人口统计。例如,公共卫生官员可以使用类似的模型来估计在人口普查数据稀缺或不可靠的地区的年龄分布。这些信息对于规划医疗服务和有效分配资源至关重要。总之,无捕获年龄方程是生态和人口研究中一种宝贵的工具。它能够在不需要直接捕获的情况下提供对年龄结构的洞察,使其在研究难以捕捉的种群时尤其有用。随着研究人员继续完善这一模型并开发新的数据收集方法,无捕获年龄方程的应用无疑会扩展,从而导致更有效的保护策略和更明智的政策决策。最终,理解和利用这一概念可以为我们在保护生物多样性和可持续管理自然资源方面做出重大贡献。

相关单词

equation

equation详解:怎么读、什么意思、用法

without

without详解:怎么读、什么意思、用法