fluxion

简明释义

英[ˈflʌkʃən]美[ˈflʌkʃən]

n. 流动；不断的变化；转变；飞跑；消失

英英释义

单词用法

同义词

反义词

例句

1.Need not the full-time preservation member, from the fluxion public security and tubes.

无须专职保管员，由流动保安兼管。

2.There are many foreigners in Shanghai, so the fluxion of population is very large.

在上海有很多外地人，所以上海人口流动很大。

3.Generally bite in the ankle, start to bend a knee, oppress blood vessel, reduce blood fluxion.

一般咬伤在脚踝，将膝盖屈起，压迫血管，减少血液流动。

4.Resources fluxion is a dynamic state process that develops continuously and spirally, and it is also a process of regional sustained competitive advantage formation and improvement.

资源流动过程是一个动态的不断上升的过程，也是区域持续竞争优势形成和提升的过程。

5.The knowledge gate system is a convenient and fast management exchanges terrace, knowledge can at knowledge gate system in unimpeded fluxion.

知识门户系统是一个方便快捷的管理交流平台，知识可以在知识门户系统中畅通的流动。

6.Using experimental facility of core fluxion, indoor experiments of reservoir sensitivity have been carried out.

采用岩心流动实验装置，开展了储层敏感性的室内实验。

7.All the wounds healed primarily without any complications such as ectropion, lacrimal stenosis and fluxion.

全部患者切口一期愈合，无睑外翻、泪点闭锁及溢泪。

8.For the medical images, the edges are always necessary to determine the focus size, the viscera situation and blood corpuscle fluxion state etc.

对医学图像而言，常需通过边缘的提取来确定病灶的大小、脏器的运动情况、血球流动状态等。

9.Analysing the regulation of smoke fluxion, Expound author's comprehension of current fire fight norm, point out something in the fire fight norm need to be revised.

分析火灾时烟气流动的规律，阐述作者对目前消防规范的理解，并指出规范中需要进一步明确的内容。

10.The scientist studied the rate of change in the system, which he referred to as fluxion.

科学家研究了系统中变化的速率，他称之为流动。

11.Engineers often calculate the fluxion of forces acting on a structure.

工程师常常计算作用于结构上的力的流动。

12.Her emotions were in constant fluxion, making it hard to predict her reactions.

她的情绪处于不断的流动中，使得很难预测她的反应。

13.In calculus, the concept of fluxion is essential for understanding derivatives.

在微积分中，流动的概念对于理解导数至关重要。

14.The fluxion of the river's current can affect local ecosystems.

河流流动的流动可以影响当地生态系统。

作文

In the realm of mathematics, particularly in calculus, the term fluxion refers to a concept that was introduced by Sir Isaac Newton. It is fundamentally linked to the idea of instantaneous change and rates of flow. In essence, a fluxion can be thought of as the derivative of a quantity with respect to time. This notion allows mathematicians and scientists to describe how quantities change over time, which is crucial for understanding motion, growth, and decay in various fields. For instance, when studying the motion of an object, the fluxion of its position gives us the velocity, indicating how fast the object is moving at any given moment.The historical significance of fluxion cannot be overstated. Newton's introduction of this term marked a pivotal moment in the development of calculus, a branch of mathematics that has become foundational in both theoretical and applied sciences. The concept of fluxion paved the way for further advancements in mathematical analysis, enabling researchers to model complex systems and predict future behaviors based on current data.Furthermore, the application of fluxion extends beyond pure mathematics. In physics, for example, the principles of fluxion are used to analyze dynamic systems where variables are constantly changing. This includes everything from the trajectory of a projectile to the fluctuating temperatures in a chemical reaction. By understanding the fluxion of these variables, scientists can create more accurate models and simulations that reflect real-world phenomena.In economics, the concept of fluxion can also be applied to understand market trends and consumer behavior. Economists often study how prices fluctuate over time, and by analyzing the fluxion of these prices, they can make informed predictions about future market conditions. This ability to quantify change is essential for making strategic decisions in business and finance.Despite its importance, the term fluxion is not commonly used in everyday language today. Most people are more familiar with the term 'derivative,' which has largely replaced fluxion in modern calculus. However, revisiting the term can provide valuable insights into the historical context of mathematical development and the evolution of concepts we take for granted today.In conclusion, fluxion is a term that encapsulates the essence of change in mathematics and its applications across various disciplines. Understanding this concept not only enriches our knowledge of calculus but also enhances our appreciation for the interconnectedness of different fields of study. As we continue to explore the complexities of the world around us, the principles of fluxion will undoubtedly remain relevant, guiding us through the ever-changing landscape of knowledge and discovery.

在数学领域，特别是在微积分中，术语fluxion指的是一个概念，该概念由艾萨克·牛顿爵士引入。它与瞬时变化和流动速率的概念密切相关。从本质上讲，fluxion可以被视为某一量相对于时间的导数。这一概念使得数学家和科学家能够描述数量随时间的变化，这对于理解运动、增长和衰退在各个领域都是至关重要的。例如，在研究物体运动时，位置的fluxion给出了速度，指示物体在任何给定时刻的移动速度。fluxion的历史重要性不容小觑。牛顿引入这一术语标志着微积分发展中的一个关键时刻，微积分成为理论和应用科学的基础学科。fluxion的概念为数学分析的进一步发展铺平了道路，使研究人员能够对复杂系统进行建模，并根据当前数据预测未来行为。此外，fluxion的应用超越了纯数学。在物理学中，例如，fluxion的原理用于分析动态系统，其中变量不断变化。这包括从抛射物的轨迹到化学反应中的温度波动。通过理解这些变量的fluxion，科学家可以创建更准确的模型和模拟，反映现实世界现象。在经济学中，fluxion的概念也可以应用于理解市场趋势和消费者行为。经济学家通常研究价格随时间的波动，通过分析这些价格的fluxion，他们可以对未来市场条件做出有根据的预测。这种量化变化的能力对于在商业和金融中做出战略决策至关重要。尽管其重要性，术语fluxion在当今日常语言中并不常用。大多数人更熟悉“导数”这一术语，它在现代微积分中已基本取代了fluxion。然而，重温这一术语可以为我们提供有关数学发展的历史背景和我们今天所认为理所当然的概念的演变的宝贵见解。总之，fluxion是一个涵盖数学中变化本质及其在各个学科应用的术语。理解这一概念不仅丰富了我们对微积分的知识，也增强了我们对不同研究领域之间相互联系的欣赏。随着我们继续探索周围世界的复杂性，fluxion的原理无疑将保持相关性，引导我们穿越知识和发现的不断变化的景观。