parabolical

简明释义

英[ˌpærəˈbɒlɪkəl]美[ˌpærəˈbɑːlɪkl]

adj. 比喻的；寓言似的；抛物线的（等于 parabolic）

英英释义

单词用法

同义词

反义词

例句

1.Heat equation is the most typical one of parabolical equations, which describes many physical-phenomenas, such as conduction, diffusion. Etc.

如描述热传导、扩散等物理现象的热传导方程就是最典型的抛物型方程。

2.Heat equation is the most typical one of parabolical equations, which describes many physical-phenomenas, such as conduction, diffusion. Etc.

如描述热传导、扩散等物理现象的热传导方程就是最典型的抛物型方程。

3.The artist's painting featured a parabolical 抛物线的 design that drew the viewer's eye to the center.

这位艺术家的画作呈现出一种抛物线的设计，吸引观众的目光集中在中心。

4.The roller coaster features a thrilling parabolical 抛物线的 drop that exhilarates riders.

过山车的设计包括一个令人兴奋的抛物线的下降，让乘客们感到刺激。

5.The architect designed a roof with a parabolical 抛物线的 shape to improve the acoustics of the concert hall.

建筑师设计了一个具有抛物线的形状的屋顶，以改善音乐厅的音响效果。

6.In physics, the trajectory of a projectile follows a parabolical 抛物线的 path due to gravity.

在物理学中，投射物的轨迹由于重力而遵循抛物线的路径。

7.The mathematician explained how a parabolical 抛物线的 equation can represent real-world phenomena.

数学家解释了如何用抛物线的方程来表示现实世界的现象。

作文

In the realm of mathematics and physics, the term parabolical refers to anything that is related to or resembles a parabola. A parabola is a symmetrical, curved shape that can be described by a specific quadratic equation. This geometric figure has significant applications in various fields, including engineering, architecture, and even art. Understanding the parabolical nature of certain phenomena allows us to predict outcomes and design more efficient systems. For instance, when designing a satellite dish, engineers utilize the parabolical shape to ensure that signals are concentrated at a single focal point, thereby enhancing communication capabilities.The concept of parabolical extends beyond mere geometry; it also finds its place in literature and philosophy. In a metaphorical sense, one might describe a character's journey as parabolical if it follows a path of rise and fall, ultimately leading to a resolution. This usage highlights the ups and downs of life, where individuals often experience moments of success followed by challenges. Such narratives resonate deeply with readers, as they reflect the complexities of human experience.Moreover, the parabolical trajectory can be observed in various aspects of society. Economic trends, for example, often exhibit parabolical characteristics, where periods of growth are followed by inevitable downturns. Recognizing these patterns enables economists and policymakers to make informed decisions, potentially mitigating negative impacts on the population. The parabolical nature of growth and decline serves as a reminder that stability is often temporary, and vigilance is necessary to navigate the ever-changing landscape of our world.In the arts, the parabolical can be interpreted through the lens of creativity and inspiration. Artists may experience a parabolical process of creation, where initial ideas flourish, only to encounter obstacles that challenge their vision. Overcoming these hurdles often leads to profound artistic expression, showcasing the resilience and adaptability of the human spirit. This parabolical journey of creation not only enriches the artist's work but also inspires audiences, encouraging them to embrace their own challenges.In conclusion, the term parabolical encompasses a wide range of meanings and applications. Whether in mathematics, literature, economics, or the arts, understanding the parabolical nature of various phenomena provides valuable insights into the world around us. It reminds us that life, much like a parabola, is characterized by its peaks and valleys, and that embracing this duality can lead to greater understanding and appreciation of our experiences. As we navigate our personal and professional journeys, recognizing the parabolical elements can empower us to adapt and thrive in an ever-evolving landscape.

在数学和物理的领域中，术语parabolical指的是与抛物线相关或类似的任何事物。抛物线是一种对称的曲线形状，可以通过特定的二次方程来描述。这种几何图形在工程、建筑甚至艺术等各个领域都有重要应用。理解某些现象的parabolical特性使我们能够预测结果并设计出更高效的系统。例如，在设计卫星天线时，工程师利用parabolical形状来确保信号集中在一个焦点，从而增强通信能力。parabolical的概念不仅限于几何，它还在文学和哲学中占有一席之地。从隐喻的角度来看，如果一个角色的旅程遵循上升和下降的路径，最终导致某种解决方案，我们可以将其描述为parabolical。这种用法突显了生活的起伏，人们常常经历成功的瞬间，随之而来的是挑战。这种叙述深深引起读者的共鸣，因为它反映了人类经验的复杂性。此外，parabolical的轨迹可以在社会的各个方面观察到。例如，经济趋势往往表现出parabolical的特征，增长期之后必然会出现衰退。认识到这些模式使经济学家和政策制定者能够做出明智的决策，从而潜在减轻对民众的负面影响。parabolical的增长与衰退的本质提醒我们，稳定往往是暂时的，保持警惕在应对我们世界不断变化的格局中是必要的。在艺术领域，parabolical可以通过创造力和灵感的视角进行解读。艺术家可能会经历一个parabolical的创作过程，在这个过程中，初始的想法蓬勃发展，却又遭遇挑战，考验他们的愿景。克服这些障碍往往会导致深刻的艺术表现，展示人类精神的韧性和适应性。这种创作的parabolical旅程不仅丰富了艺术家的作品，还激励观众，鼓励他们拥抱自己的挑战。总之，术语parabolical包含了广泛的含义和应用。无论是在数学、文学、经济还是艺术中，理解各种现象的parabolical特性为我们提供了对周围世界的宝贵洞察。它提醒我们，生活就像抛物线一样，特点是其峰值和谷底，接受这种二元性可以带来更大的理解和对我们经验的欣赏。当我们在个人和职业旅程中前行时，认识到parabolical的元素可以赋予我们适应和在不断发展的环境中茁壮成长的能力。