dimension figure

简明释义

尺寸图

英英释义

例句

1.Make sure to check the dimension figure before ordering the furniture.

在订购家具之前，请确保检查尺寸图。

2.The architect provided the dimension figure for the new building plans.

建筑师提供了新建筑设计的尺寸图。

3.The dimension figure indicates the length and width of the product.

该尺寸图指示了产品的长度和宽度。

4.A detailed dimension figure helps avoid mistakes during construction.

详细的尺寸图有助于避免施工中的错误。

5.In engineering, accurate dimension figures are crucial for successful prototypes.

在工程中，准确的尺寸图对于成功的原型至关重要。

作文

In the realm of mathematics and science, understanding various concepts is crucial for grasping complex ideas. One such concept that frequently arises is the dimension figure, which refers to a numerical representation of the dimensions of an object or space. These figures are essential in fields such as geometry, physics, and engineering, where precise measurements dictate the functionality and design of structures and models.To delve deeper into what a dimension figure entails, we must first understand its components. The term 'dimension' itself signifies a measurable extent of some kind, such as length, breadth, height, or depth. When combined with 'figure,' it implies a specific representation of these measurements, often depicted visually through diagrams or mathematically through equations.For instance, consider a simple rectangular box. To fully describe this box, one would need to provide its three dimensions: length, width, and height. These measurements can be represented numerically as a dimension figure, such as 5 cm x 3 cm x 2 cm. This notation not only conveys the size of the box but also allows for further calculations, such as volume and surface area, which are vital in practical applications like packaging and construction.In more advanced contexts, dimension figures can also extend beyond three dimensions. In physics, for example, concepts such as spacetime introduce a fourth dimension that combines the three spatial dimensions with time. Here, a dimension figure may represent coordinates in a four-dimensional space, which can be challenging to visualize but is essential for understanding theories like relativity.Moreover, in data analysis and statistics, dimension figures play a significant role in representing multi-dimensional datasets. Each dimension represents a different variable, and the dimension figure helps in visualizing relationships between these variables. For instance, a three-dimensional graph can illustrate how changes in two variables affect a third variable, providing insights that are not readily apparent in two-dimensional representations.Understanding dimension figures is not only limited to theoretical applications. In everyday life, we encounter these figures in various forms. Architects use dimension figures to create blueprints for buildings, ensuring that each aspect is accurately represented to avoid structural issues. Similarly, manufacturers rely on dimension figures to produce components that fit together seamlessly in machinery or electronics.In conclusion, the concept of dimension figure is integral to many disciplines, serving as a bridge between abstract mathematical ideas and tangible real-world applications. By mastering this concept, individuals can enhance their analytical skills and improve their ability to communicate complex information effectively. Whether in academic pursuits or practical endeavors, a solid grasp of dimension figures empowers us to navigate and interpret the world around us with greater clarity and precision.

在数学和科学的领域中，理解各种概念对掌握复杂思想至关重要。其中一个经常出现的概念是维度数字，它指的是物体或空间的维度的数值表示。这些数字在几何学、物理学和工程等领域中至关重要，因为精确的测量决定了结构和模型的功能性和设计。要深入了解维度数字的含义，我们首先必须理解其组成部分。术语“维度”本身意味着某种可测量的范围，例如长度、宽度、高度或深度。当与“数字”结合时，它暗示着这些测量的特定表示，通常通过图表视觉呈现或通过方程式数学表示。例如，考虑一个简单的矩形盒子。要全面描述这个盒子，人们需要提供其三个维度：长度、宽度和高度。这些测量可以用维度数字表示，例如5厘米 x 3厘米 x 2厘米。这种表示不仅传达了盒子的大小，还允许进一步计算，如体积和表面积，这在包装和建筑等实际应用中至关重要。在更高级的背景下，维度数字也可以超越三维。在物理学中，例如，时空等概念引入了一个将三个空间维度与时间结合的第四维。在这里，维度数字可能表示四维空间中的坐标，这可能难以可视化，但对于理解相对论等理论至关重要。此外，在数据分析和统计中，维度数字在表示多维数据集方面发挥着重要作用。每个维度代表一个不同的变量，而维度数字有助于可视化这些变量之间的关系。例如，三维图可以说明两个变量的变化如何影响第三个变量，从而提供在二维表示中不容易显现的洞见。理解维度数字不仅限于理论应用。在日常生活中，我们以各种形式遇到这些数字。建筑师使用维度数字来创建建筑蓝图，确保每个方面都准确表示，以避免结构问题。同样，制造商依赖维度数字生产能够无缝配合机械或电子设备的组件。总之，维度数字的概念在许多学科中都是不可或缺的，它作为抽象数学思想与切实现实应用之间的桥梁。通过掌握这一概念，个人可以增强分析能力，提高有效传达复杂信息的能力。无论是在学术追求还是实际工作中，扎实掌握维度数字使我们能够更清晰、更准确地导航和解读周围的世界。