spheral

简明释义

英[ˈsfɪərəl]美[ˈsfɪrəl]

adj. 球的；球状的

英英释义

单词用法

同义词

反义词

例句

1.It is essential to control assembly and welding deformations for large scale spheral tank with thin wall in order to guarantee spheral tank construction quality.

大型薄壁球罐组装及焊接变形的控制是保证球罐施工质量的关键，文章从球罐半成品、球罐组装及焊接工艺三方面介绍了控制球罐组装及焊接变形的措施。

2.RESULTS The Qi - Qi pellets prepared by extrusion-spheronization were all spheral with smooth surface. The percent of reception was not less than 85%.

结果用挤出滚圆法制备的杞芪微丸圆整度好，大小均匀，收率在85%以上。

3.It is essential to control assembly and welding deformations for large scale spheral tank with thin wall in order to guarantee spheral tank construction quality.

大型薄壁球罐组装及焊接变形的控制是保证球罐施工质量的关键，文章从球罐半成品、球罐组装及焊接工艺三方面介绍了控制球罐组装及焊接变形的措施。

4.During the experiment, the researchers observed the spheral 球形的 shape of the bubbles formed.

在实验过程中，研究人员观察到形成的气泡具有spheral 球形的形状。

5.The artist created a spheral 球形的 sculpture that captivated everyone at the gallery.

这位艺术家创作了一件吸引了画廊所有人的spheral 球形的雕塑。

6.In physics, we often study spheral 球形的 objects to understand gravity better.

在物理学中，我们常常研究spheral 球形的物体以更好地理解重力。

7.The architect designed a building with a unique spheral 球形的 dome.

建筑师设计了一座独特的spheral 球形的穹顶建筑。

8.The planetarium featured a spheral 球形的 display of the night sky.

天文馆展示了一个spheral 球形的夜空展示。

作文

In the vast realm of science and mathematics, the concept of dimensionality plays a crucial role in understanding various phenomena. One fascinating aspect of this is the idea of a spheral (球形的) shape, which can be observed in nature as well as in theoretical models. A spheral (球形的) object is defined as being perfectly round, resembling a sphere, where every point on its surface is equidistant from its center. This geometric perfection is not just an abstract notion; it has practical implications in fields such as physics, engineering, and even art.For instance, consider the Earth itself. Although it is not a perfect sphere due to its equatorial bulge, it approximates a spheral (球形的) shape. This approximation allows scientists to model gravitational forces and understand planetary motion with greater accuracy. The spheral (球形的) nature of planets also influences climate patterns and ocean currents, showcasing how geometry can impact real-world systems.Furthermore, in architecture, the use of spheral (球形的) designs can be both aesthetically pleasing and structurally sound. Structures like domes and spheres distribute weight evenly, making them resilient against environmental stresses. For example, the famous Pantheon in Rome features a large dome that is a prime example of spheral (球形的) architecture, demonstrating how this shape can create vast open spaces while maintaining stability.In the realm of art, artists have long been fascinated by the beauty of spheral (球形的) forms. Sculptures that embrace this shape often evoke a sense of harmony and balance. The smooth curves of a spheral (球形的) sculpture can draw viewers in, inviting them to explore its contours and appreciate its symmetry. Artists like Henry Moore have famously incorporated spheral (球形的) elements into their work, creating pieces that resonate with the natural world.Moreover, the concept of spheral (球形的) shapes extends beyond physical objects. In mathematics, the study of spheral (球形的) geometry involves exploring the properties of spheres and their higher-dimensional counterparts. This branch of mathematics has applications in computer graphics, where understanding how to render spheral (球形的) shapes accurately can enhance visual simulations and virtual reality experiences.In conclusion, the term spheral (球形的) encompasses a wide range of applications and meanings across different disciplines. Whether we are examining the natural world, designing buildings, creating art, or delving into mathematical theories, the significance of spheral (球形的) shapes cannot be overstated. They serve as a reminder of the intricate connections between geometry and the universe, highlighting how a simple shape can influence diverse aspects of our lives. As we continue to explore and understand these relationships, the spheral (球形的) form will undoubtedly remain a vital part of our intellectual and creative endeavors.

在科学和数学的广阔领域中，维度的概念在理解各种现象方面发挥着至关重要的作用。其中一个迷人的方面是spheral（球形的）形状的想法，这可以在自然界以及理论模型中观察到。spheral（球形的）物体被定义为完美的圆形，类似于球体，其表面上的每一点都与其中心等距。这种几何完美不仅仅是抽象概念；它在物理学、工程学甚至艺术等领域具有实际意义。例如，考虑地球本身。虽然由于赤道隆起，它并不是一个完美的球体，但它近似于一个spheral（球形的）形状。这种近似使科学家能够更准确地模拟引力和理解行星运动。行星的spheral（球形的）特性也影响气候模式和海洋洋流，展示了几何如何影响现实世界系统。此外，在建筑学中，使用spheral（球形的）设计既可以在美学上令人愉悦，又可以在结构上稳固。像穹顶和球体这样的结构均匀分布重量，使其能够抵御环境压力。例如，罗马著名的万神殿就以其大型穹顶为特色，是spheral（球形的）建筑的典范，展示了这种形状如何创造广阔的开放空间，同时保持稳定性。在艺术领域，艺术家们一直对spheral（球形的）形式的美感到着迷。采用这种形状的雕塑通常会唤起一种和谐和平衡的感觉。spheral（球形的）雕塑的光滑曲线可以吸引观众，邀请他们探索其轮廓并欣赏其对称性。亨利·摩尔等艺术家著名地将spheral（球形的）元素融入他们的作品中，创造出与自然世界产生共鸣的作品。此外，spheral（球形的）形状的概念超越了物理对象。在数学中，spheral（球形的）几何学的研究涉及探索球体及其高维对应物的性质。这个数学分支在计算机图形学中有应用，理解如何准确渲染spheral（球形的）形状可以增强视觉模拟和虚拟现实体验。总之，spheral（球形的）一词涵盖了不同学科中广泛的应用和含义。无论我们是在检查自然世界、设计建筑、创作艺术，还是深入数学理论，spheral（球形的）形状的重要性都不容小觑。它们提醒我们几何与宇宙之间错综复杂的联系，突显出简单的形状如何影响我们生活的各个方面。随着我们继续探索和理解这些关系，spheral（球形的）形式无疑将继续成为我们智力和创造性努力的重要组成部分。