dimensional

简明释义

英[daɪˈmenʃən(ə)l]美[daɪmenʃənlˌdɪmenʃənl]

adj. 维度的

英英释义

单词用法

同义词

反义词

例句

1.Architecture is a three-dimensional form.

建筑是三维形式的。

2.This is a three-dimensional crystal.

这是一个三维的晶体。

3.The interpole dimension is the dimensional character of physical polarity.

极间维是物理极性的维度表征。

4.All the views shown above are two-dimensional.

上面所示的所有视图都是二维的。

5.Until now, this technique could only be used to manufacture two-dimensional objects.

到目前为止，该技术还只能用于构建二维的结构。

6.Show her a three-dimensional version.

那就向她展示一个三维版本。

7.The majority of three-dimensional representations, whether standing, seated, or kneeling, exhibit what is called frontality: they face straight ahead, neither twisting nor turning.

大多数的三维雕像，无论是站立的、坐着的还是跪着的，都表现出一种被称为“正面描绘”的特征：它们面向正前方，既不扭曲也不旋转。

8.It was a less peacocky, non-three-dimensional design that stood out.

这是一种不那么浮夸、不那么立体的设计。

9.Although she has denied any symbolic or religious intent in her works, their three-dimensional grandeur and even their titles, such as Sky Cathedral and Night Cathedral, suggest such connotations.

尽管她否认自己的作品中有任何象征意义或宗教意图，但这些作品的立体宏伟，甚至它们的名称，如天空大教堂和夜色大教堂，都暗示了这种内涵。

10.The artist created a stunning dimensional 维度的 sculpture that seemed to come alive.

这位艺术家创作了一座惊艳的维度的雕塑，仿佛活过来了。

11.This research paper discusses the dimensional 维度的 analysis of data collected from various sources.

这篇研究论文讨论了从各种来源收集的数据的维度的分析。

12.The new video game features dimensional 维度的 graphics that enhance the player's experience.

新的视频游戏具有增强玩家体验的维度的图形。

13.In mathematics, we often study dimensional 维度的 spaces to understand complex shapes.

在数学中，我们常常研究维度的空间以理解复杂的形状。

14.The architect designed a dimensional 维度的 model of the building to visualize its structure.

建筑师设计了一个维度的建筑模型，以可视化其结构。

作文

In the realm of mathematics and physics, the concept of dimensional (维度的) analysis plays a crucial role in understanding the world around us. Dimensions can be thought of as the different aspects or measurements that define an object or a space. For instance, when we talk about a two-dimensional (二维的) shape, we are referring to an object that has length and width but lacks depth. Common examples of two-dimensional shapes include squares, circles, and triangles, which can be easily represented on a flat surface.On the other hand, three-dimensional (三维的) objects possess length, width, and depth, allowing them to occupy space in a more tangible way. Everyday items like cubes, spheres, and pyramids are all examples of three-dimensional forms. Understanding these dimensions is essential not only in geometry but also in various fields such as architecture, engineering, and computer graphics.Moreover, the idea of dimensional (维度的) space extends beyond just two or three dimensions. In advanced mathematics, we encounter the concept of higher dimensions, which can be difficult to visualize. For example, four-dimensional (四维的) space introduces a new axis that cannot be perceived through our typical three-dimensional lens. This fourth dimension is often associated with time in the context of spacetime, a fundamental aspect of Einstein's theory of relativity.The implications of dimensional (维度的) analysis are significant in various scientific applications. In physics, understanding the dimensional (维度的) relationships between different physical quantities allows scientists to derive equations and predict outcomes of experiments. For instance, the relationship between mass, length, and time is fundamental in mechanics, and manipulating these dimensional (维度的) quantities can lead to profound insights into the laws of nature.In the field of computer science, dimensional (维度的) data analysis has become increasingly important. With the rise of big data, analysts often deal with datasets that have multiple dimensions, each representing a different variable. Techniques such as multidimensional scaling and principal component analysis help to reduce the complexity of these datasets by identifying key dimensions that capture the most variance in the data. This process enables researchers to visualize and interpret data more effectively, leading to better decision-making.Furthermore, the concept of dimensional (维度的) design is pivotal in the realm of virtual reality (VR) and augmented reality (AR). In these technologies, creating immersive experiences requires a deep understanding of dimensional (维度的) spaces. Designers must consider how users interact with three-dimensional (三维的) environments, ensuring that movements and perspectives feel natural and intuitive.In conclusion, the term dimensional (维度的) encompasses a wide range of meanings and applications across various disciplines. Whether it is in mathematics, physics, data analysis, or technology, understanding the different dimensions of a problem or an object is critical for making sense of complex systems. As we continue to explore the universe and the vast amounts of data generated every day, the importance of dimensional (维度的) thinking will only grow, shaping the future of science and innovation.

在数学和物理的领域中，dimensional（维度的）分析的概念在理解我们周围的世界中发挥着至关重要的作用。维度可以被视为定义对象或空间的不同方面或测量。例如，当我们谈论一个二维（二维的）形状时，我们指的是一个具有长度和宽度但缺乏深度的物体。常见的二维形状包括正方形、圆形和三角形，这些形状可以很容易地在平面上表示。另一方面，三维（三维的）物体具有长度、宽度和深度，使它们能够以更具触感的方式占据空间。日常物品如立方体、球体和金字塔都是三维形式的例子。理解这些维度不仅在几何学中至关重要，也在建筑、工程和计算机图形等多个领域中占有重要地位。此外，dimensional（维度的）空间的概念超越了仅仅两维或三维。在高级数学中，我们遇到了更高维度的概念，这可能难以可视化。例如，四维（四维的）空间引入了一个新的轴线，无法通过我们典型的三维视角来感知。这个第四维度通常与时间相关联，在时空的背景下，这是爱因斯坦相对论的基本方面。dimensional（维度的）分析的意义在于各种科学应用中都非常重要。在物理学中，理解不同物理量之间的dimensional（维度的）关系使科学家能够推导出方程并预测实验结果。例如，质量、长度和时间之间的关系在力学中是基本的，操纵这些dimensional（维度的）量可以带来对自然法则的深刻见解。在计算机科学领域，dimensional（维度的）数据分析变得越来越重要。随着大数据的兴起，分析师通常处理具有多个维度的数据集，每个维度代表一个不同的变量。多维标定和主成分分析等技术通过识别捕获数据中最大方差的关键维度，帮助降低这些数据集的复杂性。这个过程使研究人员能够更有效地可视化和解释数据，从而做出更好的决策。此外，dimensional（维度的）设计的概念在虚拟现实（VR）和增强现实（AR）的领域中至关重要。在这些技术中，创建沉浸式体验需要深入理解dimensional（维度的）空间。设计师必须考虑用户如何与三维（三维的）环境互动，确保运动和视角感觉自然和直观。总之，dimensional（维度的）一词涵盖了各个学科中广泛的含义和应用。无论是在数学、物理、数据分析还是技术中，理解问题或对象的不同维度对于理解复杂系统至关重要。随着我们继续探索宇宙和每天产生的大量数据，dimensional（维度的）思维的重要性只会增加，塑造科学和创新的未来。