parabolically
简明释义
英[pəˈræbəˌlɪkli]美[pəˈræbəˌlɪkli]
抛物线地
比喻地
英英释义
In a manner relating to or resembling a parabola, often used to describe motion or paths that follow a parabolic trajectory. | 以与抛物线相关或类似的方式,通常用来描述遵循抛物线轨迹的运动或路径。 |
单词用法
抛物线形状的 | |
以抛物线方式增长 | |
抛物线式增加 | |
抛物线方向的 |
同义词
二次方程地 | 随着x的增加,函数以二次方程的方式增长。 | ||
曲线型地 | The trajectory of the projectile can be described curvilinearly. | 抛射物的轨迹可以用曲线型来描述。 | |
非线性地 | The relationship between the variables is nonlinearly dependent. | 变量之间的关系是非线性依赖的。 |
反义词
线性地 | 这个函数随时间线性增长。 | ||
均匀地 | 房间内的温度均匀变化。 |
例句
1.In this range of air-water ratio the flow rate of mixture slightly decreased, the axial power increased linearly and the pump efficiency increased parabolically with a rise in effective head.
在稳定工作区范围内,不同的含气量条件下,随着排出压头的增加,混合液总量稍有下降,轴功率直线上升,效率呈抛物线变化。
2.This paper compared several mechanical models with transverse shear deformation and put forward a kind of layer model assuming that shear stresses vary parabolically through the plate thickness.
比较了考虑横向剪切变形的几种力学模型,提出了一种新的假定剪应力沿板厚呈抛物线分布的分层模型。
3.This paper compared several mechanical models with transverse shear deformation and put forward a kind of layer model assuming that shear stresses vary parabolically through the plate thickness.
比较了考虑横向剪切变形的几种力学模型,提出了一种新的假定剪应力沿板厚呈抛物线分布的分层模型。
4.The artist painted the path of the ball parabolically 抛物线般地 across the canvas.
艺术家在画布上将球的轨迹描绘得抛物线般地。
5.In physics class, we learned how projectiles move parabolically 抛物线般地 when thrown at an angle.
在物理课上,我们学习了如何在一定角度投掷的物体会抛物线般地运动。
6.The water fountain sprayed water parabolically 抛物线般地, creating a beautiful arc in the air.
喷泉的水流抛物线般地喷洒,形成了空中美丽的弧形。
7.The trajectory of the basketball was parabolically 抛物线般地 influenced by gravity.
篮球的轨迹受到重力的影响,呈现出抛物线般地的形状。
8.The rocket ascended parabolically 抛物线般地, reaching its peak before descending back to Earth.
火箭以抛物线般地的方式上升,达到最高点后再回到地球。
作文
In the world of physics and mathematics, the concept of trajectories plays a crucial role in understanding how objects move through space. One of the most fascinating types of motion is that which occurs when an object is thrown or propelled into the air. When we analyze such movements, we often discover that they follow a specific path known as a parabola. This brings us to the term parabolically, which describes the manner in which these trajectories are shaped. To illustrate this further, let’s consider the example of a basketball being shot towards a hoop. The ball does not travel in a straight line; instead, it moves parabolically, rising high before descending towards the basket. This parabolic arc is the result of the forces acting upon the ball, namely gravity and the initial velocity imparted by the player.Understanding motion parabolically is essential not only in sports but also in various fields such as engineering, astrophysics, and even video game design. For instance, engineers must calculate the trajectories of projectiles to ensure the accuracy of missiles or fireworks. They utilize the principles of motion that involve parabolically shaped paths to predict where these objects will land. Similarly, in astrophysics, the orbits of celestial bodies can often be described using parabolic equations, especially when considering the paths of comets as they approach the sun.Moreover, the concept of motion parabolically extends beyond mere physical objects. In economics, for example, certain models predict that growth rates may increase at an accelerating pace before eventually slowing down, resulting in a graph that resembles a parabola. This demonstrates how the idea of moving parabolically can be applied metaphorically to represent various phenomena in our lives.In conclusion, the term parabolically encapsulates a fundamental aspect of motion that is observable in both nature and human-made systems. Whether we are discussing the flight of a basketball, the trajectory of a rocket, or the growth patterns of economies, understanding how things move parabolically allows us to make more accurate predictions and informed decisions. It highlights the beauty of mathematics in explaining the world around us, showcasing the intricate relationships between force, motion, and the paths that objects take through space. As we continue to explore these concepts, we gain a deeper appreciation for the underlying principles that govern our universe, reminding us that even in the simplest actions, there is complexity and elegance waiting to be uncovered.
在物理和数学的世界中,轨迹的概念在理解物体如何在空间中移动方面起着至关重要的作用。最迷人的运动类型之一是当物体被抛出或推动到空中时发生的运动。当我们分析这种运动时,我们常常发现它们遵循一种特定的路径,称为抛物线。这使我们想到了术语parabolically,它描述了这些轨迹的形状方式。为了进一步说明这一点,让我们考虑一个篮球被投向篮筐的例子。球并不是沿直线运动的;相反,它以parabolically的方式移动,先上升然后下降到篮筐。这种抛物线弧形是球所受力的结果,即重力和球员施加的初始速度。理解parabolically的运动不仅在体育中至关重要,而且在工程、天体物理学甚至视频游戏设计等各个领域也非常重要。例如,工程师必须计算弹丸的轨迹,以确保导弹或烟花的准确性。他们利用涉及parabolically形状路径的运动原理来预测这些物体将落在哪里。同样,在天体物理学中,天体的轨道通常可以用抛物线方程来描述,尤其是在考虑彗星接近太阳的路径时。此外,parabolically的运动概念超越了单纯的物理对象。在经济学中,例如,某些模型预测增长率可能以加速的速度增加,然后最终减缓,从而导致图形呈现出抛物线的形状。这表明,parabolically移动的理念可以隐喻地应用于我们生活中的各种现象。总之,术语parabolically概括了运动的一个基本方面,这在自然界和人造系统中都是可观察到的。无论我们讨论的是篮球的飞行、火箭的轨迹还是经济的增长模式,理解事物如何parabolically移动使我们能够做出更准确的预测和明智的决策。它突显了数学在解释我们周围世界中的美丽,展示了力、运动和物体在空间中所采取的路径之间的复杂关系。当我们继续探索这些概念时,我们对支配我们宇宙的基本原则有了更深的理解,提醒我们即使在最简单的动作中,也有复杂性和优雅等待着被揭示。