geometrical vertical

简明释义

地心垂线

英英释义

例句

1.When drawing a line, it should be perfectly geometrical vertical 几何垂直 to maintain accuracy.

在绘制一条线时，它应该是完美的geometrical vertical 几何垂直 以保持准确性。

2.The artist used a geometrical vertical 几何垂直 axis to create balance in the painting.

艺术家使用了一个geometrical vertical 几何垂直 轴来创造画作中的平衡。

3.The engineer calculated the geometrical vertical 几何垂直 distance to ensure the tower was built correctly.

工程师计算了geometrical vertical 几何垂直 距离，以确保塔楼的正确建造。

4.In surveying, a geometrical vertical 几何垂直 line helps determine true elevation.

在测量中，geometrical vertical 几何垂直 线有助于确定真实的高度。

5.In architecture, the concept of geometrical vertical 几何垂直 is crucial for ensuring that buildings are structurally sound.

在建筑学中，geometrical vertical 几何垂直 的概念对于确保建筑物的结构安全至关重要。

作文

In the world of geometry, understanding the concept of the geometrical vertical is crucial for various applications, ranging from architecture to engineering. The term geometrical vertical refers to a line or direction that is perpendicular to the horizontal plane, representing an upright position. This concept is not only fundamental in mathematics but also plays a significant role in the physical world we interact with daily.To illustrate the importance of the geometrical vertical, let us consider the construction of tall buildings. Architects and engineers must ensure that structures are built vertically to maintain stability and aesthetic appeal. If a building were to lean even slightly, it could lead to catastrophic failures. The geometrical vertical serves as a reference point during the construction process, guiding workers to align materials and components correctly.Moreover, the geometrical vertical is essential in various fields of science. For example, in physics, when analyzing forces acting on an object, understanding the vertical component of force is necessary. This is particularly true in mechanics, where gravity acts downwards, and any object in motion must be evaluated concerning the geometrical vertical. In addition to practical applications, the geometrical vertical has aesthetic significance in art and design. Artists often use vertical lines to convey strength and stability in their work. The use of verticality can create a sense of height and grandeur, drawing the viewer's eye upwards. In graphic design, maintaining a clear geometrical vertical alignment can enhance the overall composition, making it more visually appealing and easier to navigate.Furthermore, in the realm of navigation and mapping, the concept of geometrical vertical is vital. When creating topographical maps, understanding the vertical dimension allows for accurate representation of terrain features such as mountains and valleys. Surveyors rely on the geometrical vertical to determine elevation changes, which are crucial for land development and environmental studies.In conclusion, the geometrical vertical is a fundamental concept that transcends various disciplines. From ensuring the structural integrity of buildings to enhancing artistic expression and facilitating scientific analysis, its applications are vast and varied. By grasping the significance of the geometrical vertical, one can appreciate the intricate balance between form and function in both the natural and constructed worlds. As we continue to explore and innovate in our respective fields, the principles of geometry, especially the geometrical vertical, will remain a guiding force in shaping our understanding and interaction with the environment around us.

在几何学的世界中，理解“几何垂直”这一概念对于建筑、工程等多个应用领域至关重要。术语“几何垂直”指的是一条与水平面垂直的线或方向，表示一种直立的位置。这个概念不仅在数学中是基本的，而且在我们日常互动的物理世界中也发挥着重要作用。为了说明“几何垂直”的重要性，让我们考虑高楼大厦的建造。建筑师和工程师必须确保结构垂直建造，以保持稳定性和美观。如果一栋建筑即使倾斜一点，也可能导致灾难性的失败。“几何垂直”在施工过程中作为参考点，指导工人正确对齐材料和组件。此外，“几何垂直”在科学的各个领域中都是必不可少的。例如，在物理学中，分析作用于物体的力时，理解力的垂直分量是必要的。这在力学中尤为重要，因为重力向下作用，任何运动中的物体都必须相对于“几何垂直”进行评估。除了实际应用外，“几何垂直”在艺术和设计中也具有美学意义。艺术家们常常使用垂直线条来传达他们作品中的力量和稳定感。垂直性的使用可以创造出高度和宏伟感，引导观众的视线向上。在平面设计中，保持清晰的“几何垂直”对齐可以增强整体构图，使其更具视觉吸引力和易于导航。此外，在导航和制图的领域，“几何垂直”的概念至关重要。在创建地形图时，理解垂直维度可以准确表示山脉和山谷等地形特征。测量员依靠“几何垂直”来确定海拔变化，这对于土地开发和环境研究至关重要。总之，“几何垂直”是一个超越多个学科的基本概念。从确保建筑物的结构完整性到增强艺术表现力，再到促进科学分析，它的应用广泛而多样。通过掌握“几何垂直”的重要性，人们可以欣赏到自然与人造世界中形式与功能之间的微妙平衡。随着我们在各自领域的持续探索和创新，几何原理，特别是“几何垂直”，将继续作为塑造我们对周围环境理解和互动的指导力量。