rhombic system

简明释义

斜方晶系

英英释义

例句

1.The researchers focused on the rhombic system to understand the material's anisotropic behavior.

研究人员专注于菱形系统以了解材料的各向异性行为。

2.The crystal structure was classified under the rhombic system due to its unique geometric properties.

由于其独特的几何特性，该晶体结构被归类为菱形系统。

3.The rhombic system is one of the seven crystal systems recognized in crystallography.

菱形系统是晶体学中公认的七种晶体系统之一。

4.During the experiment, we observed that the rhombic system crystals had distinct cleavage planes.

在实验中，我们观察到菱形系统晶体具有明显的解理面。

5.In mineralogy, many gemstones exhibit characteristics of the rhombic system.

在矿物学中，许多宝石展现出菱形系统的特征。

作文

The study of crystallography reveals a fascinating world of geometric structures and arrangements. One such structure is known as the rhombic system, which plays a significant role in the classification of crystals. The rhombic system is characterized by three axes of unequal lengths that intersect at acute angles. This unique arrangement allows for a variety of crystalline forms, making it a subject of great interest to both scientists and artists alike.In essence, the rhombic system is one of the seven crystal systems, which include cubic, tetragonal, orthorhombic, hexagonal, trigonal, monoclinic, and triclinic systems. Each system has its own distinct properties and symmetry, but the rhombic system stands out due to its specific angular relationships and axis lengths. The three axes in the rhombic system are not only different in length but also meet at angles that are not right angles, leading to a diverse range of crystal shapes.Understanding the rhombic system is crucial for various applications in materials science and engineering. For instance, many minerals, such as quartz and calcite, crystallize in this system. The unique properties of these minerals, including their optical characteristics and hardness, can be attributed to their rhombic system structure. This knowledge is essential for industries that rely on these materials, such as electronics, optics, and construction.Moreover, the rhombic system also has implications in the field of art. Artists often draw inspiration from the natural forms found in crystals. The intricate designs and patterns created by the rhombic system can influence everything from jewelry design to architecture. By studying the geometry of the rhombic system, artists can incorporate these elements into their work, creating pieces that resonate with the beauty of nature.In addition to its aesthetic appeal, the rhombic system serves as a reminder of the underlying principles of symmetry and balance in nature. The way in which the axes are arranged reflects a sense of order that can be observed in various natural phenomena. From the formation of snowflakes to the growth patterns of plants, the principles governing the rhombic system can be seen in action all around us.In conclusion, the rhombic system is more than just a scientific classification; it represents a bridge between science and art. Its unique structural properties have significant implications in various fields, highlighting the interconnectedness of different disciplines. By exploring the rhombic system, we gain a deeper appreciation for the complexity and beauty of the natural world, inspiring future generations to continue this exploration. Whether in the laboratory or the studio, the rhombic system offers endless possibilities for discovery and creativity.

晶体学的研究揭示了几何结构和排列的迷人世界。其中一个结构被称为菱形系统，它在晶体分类中扮演着重要角色。菱形系统的特点是三个不等长的轴以锐角相交。这种独特的排列允许多种晶体形态，使其成为科学家和艺术家都非常感兴趣的主题。本质上，菱形系统是七种晶体系统之一，包括立方、四方、正交、六方、三方、单斜和斜方晶系。每个系统都有其独特的属性和对称性，但由于其特定的角关系和轴长，菱形系统显得尤为突出。菱形系统中的三个轴不仅长度不同，而且以非直角相交，导致多样的晶体形状。理解菱形系统对于材料科学和工程领域的各种应用至关重要。例如，许多矿物，如石英和方解石，都是以这种系统结晶的。这些矿物的独特性质，包括光学特性和硬度，可以归因于其菱形系统结构。这些知识对依赖这些材料的行业至关重要，例如电子、光学和建筑。此外，菱形系统在艺术领域也具有影响。艺术家们常常从自然界中的晶体形态中汲取灵感。菱形系统所创造的复杂设计和图案可以影响从珠宝设计到建筑的各个方面。通过研究菱形系统的几何形状，艺术家可以将这些元素融入他们的作品中，创造出与自然之美共鸣的作品。除了其美学吸引力，菱形系统还提醒我们自然界中对称和平衡的基本原则。轴的排列方式反映了一种秩序感，这在各种自然现象中都可以观察到。从雪花的形成到植物的生长模式，支配菱形系统的原理在我们周围无处不在。总之，菱形系统不仅仅是一个科学分类；它代表了科学与艺术之间的桥梁。其独特的结构特性在各个领域具有重要意义，突显了不同学科之间的互联性。通过探索菱形系统，我们对自然界的复杂性和美丽有了更深的欣赏，激励未来几代人继续这一探索。无论是在实验室还是工作室，菱形系统为发现和创造提供了无尽的可能性。