non-harmonic tidal constants

简明释义

非调和潮汐常数

英英释义

例句

1.Understanding non-harmonic tidal constants 非谐潮汐常数 helps in navigating complex waterways.

理解非谐潮汐常数有助于在复杂水道中航行。

2.Marine engineers often rely on non-harmonic tidal constants 非谐潮汐常数 to design coastal structures.

海洋工程师通常依赖非谐潮汐常数来设计沿海结构。

3.The study of non-harmonic tidal constants 非谐潮汐常数 is essential for accurate tidal predictions.

对非谐潮汐常数的研究对于准确的潮汐预测至关重要。

4.Accurate measurements of non-harmonic tidal constants 非谐潮汐常数 are crucial for oceanographic studies.

对非谐潮汐常数的准确测量对海洋学研究至关重要。

5.Researchers are analyzing non-harmonic tidal constants 非谐潮汐常数 to improve climate models.

研究人员正在分析非谐潮汐常数以改善气候模型。

作文

Understanding the complexities of ocean tides is essential for various scientific fields, including oceanography, meteorology, and environmental science. One of the critical aspects of studying tides is the concept of non-harmonic tidal constants (非谐潮汐常数). Unlike harmonic tidal constants, which assume a simple, periodic behavior of tides based on astronomical factors, non-harmonic tidal constants account for more complex interactions and variations in tidal patterns. These constants provide a more accurate representation of real-world tidal behavior, which can be influenced by numerous factors such as wind, atmospheric pressure, and local geographical features.In traditional tidal analysis, harmonic constants are derived from historical tidal observations and are used to predict future tidal levels. However, this method often falls short in accurately predicting tides in certain locations due to the influence of non-harmonic tidal constants (非谐潮汐常数). For example, in coastal regions where the shape of the shoreline and the depth of the water can significantly affect tidal behavior, relying solely on harmonic constants may lead to errors in predictions. This is where the study of non-harmonic tidal constants becomes crucial.The significance of non-harmonic tidal constants lies in their ability to incorporate additional variables that harmonic methods overlook. These constants can include factors like the nonlinear interactions between different tidal constituents, the effects of storm surges, and the impact of seasonal changes on sea level. By analyzing these variables, scientists can develop more sophisticated models that better reflect the dynamics of tidal movements.For instance, researchers have found that during extreme weather events, such as hurricanes or typhoons, the tidal patterns can deviate significantly from what harmonic models would predict. In such cases, the role of non-harmonic tidal constants (非谐潮汐常数) becomes apparent, as they help explain the unexpected rises in sea levels and the potential flooding risks associated with these phenomena. Therefore, integrating non-harmonic tidal constants into tidal prediction models enhances our understanding of coastal dynamics and aids in disaster preparedness and response.Moreover, the application of non-harmonic tidal constants extends beyond just predicting tides. They are also vital for navigation, marine construction, and environmental management. Accurate tidal predictions are necessary for safe shipping routes, the design of coastal infrastructure, and the conservation of marine ecosystems. By utilizing non-harmonic tidal constants (非谐潮汐常数), planners and engineers can make informed decisions that consider the intricate nature of tidal influences.In conclusion, the study of non-harmonic tidal constants is an essential aspect of understanding tidal dynamics. As our world faces the challenges of climate change and rising sea levels, the importance of accurate tidal predictions cannot be overstated. By incorporating non-harmonic tidal constants (非谐潮汐常数) into our models, we can enhance our ability to predict and respond to the complexities of ocean tides, ultimately leading to better management of our coastal environments and improved safety for communities living in tidal zones.

理解海洋潮汐的复杂性对于海洋学、气象学和环境科学等多个科学领域至关重要。研究潮汐的一个关键方面是非谐潮汐常数（non-harmonic tidal constants）的概念。与基于天文因素假设潮汐简单周期性行为的谐波潮汐常数不同，非谐潮汐常数考虑了潮汐模式中更复杂的相互作用和变化。这些常数提供了对现实世界潮汐行为的更准确表示，这些行为可能受到风、大气压力和地方地理特征等众多因素的影响。在传统的潮汐分析中，谐波常数是从历史潮汐观察中得出的，并用于预测未来的潮汐水平。然而，由于非谐潮汐常数（非谐潮汐常数）的影响，这种方法在某些地点的潮汐预测中往往不够准确。例如，在海岸地区，海岸线的形状和水深可能显著影响潮汐行为，仅依靠谐波常数可能导致预测错误。在这种情况下，研究非谐潮汐常数变得至关重要。非谐潮汐常数的重要性在于它们能够纳入谐波方法所忽略的附加变量。这些常数可能包括不同潮汐成分之间的非线性相互作用、风暴潮的影响以及季节性变化对海平面的影响。通过分析这些变量，科学家可以开发出更复杂的模型，更好地反映潮汐运动的动态。例如，研究人员发现，在极端天气事件（如飓风或台风）期间，潮汐模式可能会与谐波模型预测的结果显著偏离。在这种情况下，非谐潮汐常数（非谐潮汐常数）的作用变得明显，因为它们帮助解释了海平面意外上升和与这些现象相关的潜在洪水风险。因此，将非谐潮汐常数纳入潮汐预测模型可以增强我们对海岸动态的理解，并有助于灾难准备和响应。此外，非谐潮汐常数的应用不仅限于潮汐预测。它们对于航行、海洋建设和环境管理也至关重要。准确的潮汐预测对于安全的航运路线、海岸基础设施的设计和海洋生态系统的保护都是必要的。通过利用非谐潮汐常数（非谐潮汐常数），规划者和工程师可以做出明智的决策，考虑潮汐影响的复杂性质。总之，研究非谐潮汐常数是理解潮汐动态的重要方面。随着我们面临气候变化和海平面上升的挑战，准确的潮汐预测的重要性不容小觑。通过将非谐潮汐常数（非谐潮汐常数）纳入我们的模型中，我们可以增强预测和应对海洋潮汐复杂性的能力，最终实现更好的海岸环境管理，提高生活在潮汐区社区的安全。