stereographic

简明释义

英[ˌsterɪəʊˈɡræfɪk]美[ˌstɪərɪoˈɡræfɪk]

adj. 立体照相的；立体画法的

英英释义

单词用法

同义词

反义词

例句

1.According to the attitude of the slope and preferred structural plane, the stereographic projection and preferred plane theory are used to analyze the slope stability.

根据边坡及优势结构面的产状，利用赤平极射投影，结合优势结构面理论方法，对边坡稳定性进行了分析。

2.Based on limit equilibrium method and stereographic projection method, the stability of the deep layer slide and the superficial layer slide can be analyzed.

利用极限平衡法对边坡整体深层破坏模式进行分析，对岩体局部不稳定块体，利用常用的地质分析方法赤平投影法简要进行分析；

3.The program for plotting of stereographic projection is introduced in this paper.

本文介绍一种绘制极射赤面投影的程序。

4.There are three popular map projections in Antarctica-Polar Stereographic projection, Transverse Mecator projection and Lambert conformal Conic projection. They are all conformal.

南极地区常用的地图投影方式有：极方位立体投影、横轴墨卡托投影、兰伯特正形圆锥投影等三种等角投影。

5.In this paper, it begins with Stereographic projection method and flat-panel sliding method for analyzing the slope stability. The results show that slope needs reinforcement.

本文先采用赤平极射投影法和平面滑动法分析该边坡，初步判断处于不稳定状态，需加固。

6.There are three popular map projections in Antarctica-Polar Stereographic projection, Transverse Mecator projection and Lambert Conformal Conic projection.

南极地区常用的地图投影方式有：极方位立体投影、横轴墨卡托投影、兰伯特正形圆锥投影等三种等角投影。

7.The artist used a stereographic 立体图形的 projection to create a more immersive experience in her installation.

这位艺术家使用了立体图形的投影来为她的装置创造一个更具沉浸感的体验。

8.In mathematics, the stereographic 立体图形的 projection is often used to map points on a sphere to a plane.

在数学中，立体图形的投影常用于将球面上的点映射到平面上。

9.He studied stereographic 立体图形的 images to understand how they can be used in virtual reality.

他研究了立体图形的图像，以了解它们如何在虚拟现实中使用。

10.The stereographic 立体图形的 projection allows for a unique way of visualizing complex data.

这种立体图形的投影方式允许以独特的方式可视化复杂数据。

11.Using stereographic 立体图形的 techniques, the designer created a stunning visual effect in the presentation.

设计师使用立体图形的技术在演示中创造了惊人的视觉效果。

作文

The concept of stereographic projection is a fascinating topic that intertwines mathematics, art, and geography. At its core, stereographic projection is a method of mapping points from a sphere onto a plane. This technique has been used for centuries and plays a significant role in various fields, including cartography, astronomy, and even computer graphics. To understand stereographic projection, imagine a globe representing the Earth. If you were to project the points on the surface of this globe onto a flat piece of paper, you would need a system to do so without losing the relationships between those points. The stereographic method achieves this by using a specific point on the sphere, often the North Pole, as the projection point. Rays of light are imagined to emanate from the North Pole, intersecting the plane at various points, thus creating a two-dimensional representation of the three-dimensional sphere. One of the most intriguing aspects of stereographic projection is its ability to preserve angles. This means that while the shapes may be distorted, the angles between lines remain unchanged. This property makes it particularly useful in fields such as navigation and engineering, where understanding the relationships between different directions is crucial. In art, stereographic projection has inspired many artists and architects. The ability to represent complex three-dimensional forms in a two-dimensional space allows for creative freedom and innovation. Artists can manipulate perspectives and create illusions that challenge the viewer's perception of reality. For instance, the works of M.C. Escher often employ principles of stereographic projection to create mind-bending images that play with spatial dimensions. In modern technology, stereographic projection finds applications in virtual reality (VR) and augmented reality (AR). These technologies rely on accurately mapping three-dimensional environments onto screens or lenses, allowing users to experience immersive worlds. By utilizing stereographic techniques, developers can create realistic simulations that enhance user interaction and engagement. Furthermore, stereographic projection has implications in the field of data visualization. As we move towards an increasingly data-driven society, the need to represent complex datasets in an understandable way becomes paramount. Using stereographic methods, data scientists can create visualizations that allow viewers to grasp intricate relationships and patterns within large sets of information. In conclusion, the term stereographic encompasses a wide range of applications and significance across various disciplines. From its mathematical foundations to its artistic interpretations and technological advancements, stereographic projection serves as a bridge connecting our understanding of the three-dimensional world with the two-dimensional representations we often rely on. By exploring this concept further, we can appreciate not only its historical relevance but also its potential for future innovations in art, science, and technology.

立体投影的概念是一个迷人的主题，它交织着数学、艺术和地理。在其核心，立体投影是一种将球体上的点映射到平面上的方法。这种技术已经使用了几个世纪，并在包括制图、天文学甚至计算机图形学等多个领域发挥着重要作用。 要理解立体投影，可以想象一个代表地球的地球仪。如果你想把这个地球仪表面上的点投影到一张平坦的纸上，你需要一个系统来做到这一点，而不会丢失这些点之间的关系。立体投影通过使用球体上的特定点，通常是北极，作为投影点来实现这一点。光线被想象成从北极发出，与平面在不同点相交，从而创建出三维球体的二维表示。 立体投影最引人入胜的方面之一是它保持角度的能力。这意味着虽然形状可能会扭曲，但线之间的角度保持不变。这一特性使其在导航和工程等领域特别有用，因为理解不同方向之间的关系至关重要。 在艺术中，立体投影激发了许多艺术家和建筑师的灵感。能够在二维空间中表示复杂的三维形式允许创造自由和创新。艺术家可以操纵透视，创造出挑战观众对现实感知的错觉。例如，M.C.埃舍尔的作品常常利用立体投影的原理，创造出令人费解的图像，玩弄空间维度。 在现代科技中，立体投影在虚拟现实（VR）和增强现实（AR）中找到了应用。这些技术依赖于准确地将三维环境映射到屏幕或镜头上，让用户体验沉浸式世界。通过利用立体投影技术，开发者可以创建出逼真的模拟，增强用户互动和参与感。 此外，立体投影在数据可视化领域也具有重要意义。随着我们步入一个越来越以数据为驱动的社会，能够以易于理解的方式展示复杂数据集的需求变得至关重要。使用立体投影的方法，数据科学家可以创建出让观众理解大量信息中复杂关系和模式的可视化效果。 总之，立体投影这一术语涵盖了多个学科中的广泛应用和重要性。从其数学基础到艺术表现以及技术进步，立体投影作为连接我们对三维世界理解与我们依赖的二维表示之间的桥梁。通过进一步探索这一概念，我们不仅可以欣赏其历史相关性，还可以看到其在艺术、科学和技术未来创新中的潜力。