volume

简明释义

英[ˈvɒljuːm]美[ˈvɑːljəm]

n. 体积，容积；总数，总量；音量，响度；（控制音量的）旋钮，控制杆；（成套图书中的）卷，册；（期刊）合订本；书籍；<史>（写在羊皮纸或纸草纸上的）书卷；（尤指头发的）厚，多

adj. 大量的

v. 以卷的形式发出；成团卷起

复 数 v o l u m e s

第 三 人 称 单 数 v o l u m e s

现 在 分 词 v o l u m i n g

过 去 式 v o l u m e d

过 去 分 词 v o l u m e d

英英释义

单词用法

同义词

反义词

例句

1.This work has grown in volume recently.

这项工作的量最近增加了。

2.The volume seems to alternate between very loud and very soft.

音量似乎在很响和很轻之间交替。

3.Let's pump up the volume.

让我们增大体积。

4.I turned the volume up.

我把音量调大了。

5.At any volume, there's still such a thing as "too much information".

在任何信息量下，依然还是存在着“过量信息”。

6.Their collective volume wasn't very large.

他们总体的数量不太大。

7.Please adjust the volume to a comfortable level.

请将音量调至舒适的水平。

8.The volume of this box is too large for my shelf.

这个箱子的体积对我的架子来说太大了。

9.Can you turn down the volume? It's too loud.

你能把音量调低吗？太大声了。

10.The volume of water in the tank is decreasing.

水箱中的水量在减少。

11.He spoke in a low volume so that no one else could hear.

他以低音量说话，以便其他人听不见。

作文

The concept of volume is fundamental in various fields, including mathematics, physics, and even everyday life. In mathematics, volume refers to the amount of space occupied by a three-dimensional object. It is measured in cubic units, such as cubic centimeters or cubic meters. Understanding how to calculate volume is essential for students, as it lays the groundwork for more advanced topics in geometry and calculus. For example, the volume of a rectangular prism can be calculated by multiplying its length, width, and height. This simple formula helps students grasp the idea that volume is not just about size but also about the three-dimensional space that an object occupies. In physics, volume plays a crucial role in understanding concepts like density and buoyancy. Density is defined as mass per unit volume, which means that if you know the mass of an object and its volume, you can easily calculate its density. This relationship is vital in many scientific applications, from designing ships that float on water to understanding how gases behave under different pressures. Furthermore, the volume of liquids is often measured using graduated cylinders or measuring cups, emphasizing the practical importance of this concept in laboratory settings. In our daily lives, we encounter the idea of volume in various contexts. For instance, when cooking, recipes often require specific volumes of ingredients, which means we need to measure accurately to achieve the desired results. The volume of sound is another common application of this term. We often talk about the volume of music, where a higher volume indicates louder sound levels. Adjusting the volume on a speaker or a television is something most people do regularly, showing how pervasive this concept is in our lives. Moreover, in the field of architecture and design, the volume of spaces significantly impacts how we experience environments. Architects consider the volume of rooms when designing buildings to create comfortable and functional spaces. A room with a high volume can feel more spacious and airy, while a low volume might feel cramped. Thus, understanding volume is not only important for mathematical calculations but also for creating aesthetically pleasing and functional designs. In conclusion, the term volume encompasses a wide range of meanings and applications across different disciplines. Whether we are calculating the volume of a geometric shape, understanding the density of materials, measuring ingredients in cooking, adjusting sound levels, or designing architectural spaces, the concept of volume is integral to our understanding of the world around us. Mastery of this term allows us to engage with various subjects more deeply and appreciate the complexities of both the physical and abstract realms. Therefore, it is essential for students and individuals alike to develop a strong grasp of what volume means and how it applies to their lives.

‘体积’的概念在数学、物理甚至日常生活中都是基础性的。在数学中，‘体积’指的是三维物体所占据的空间量。它以立方单位进行测量，例如立方厘米或立方米。理解如何计算‘体积’对学生来说至关重要，因为这为几何和微积分等更高级的主题奠定了基础。例如，矩形棱柱的‘体积’可以通过将其长度、宽度和高度相乘来计算。这个简单的公式帮助学生领会‘体积’不仅仅是关于大小，还与物体所占据的三维空间有关。 在物理学中，‘体积’在理解密度和浮力等概念中起着关键作用。密度被定义为每单位‘体积’的质量，这意味着如果你知道一个物体的质量和其‘体积’，就可以轻松计算出其密度。这种关系在许多科学应用中至关重要，从设计漂浮在水面上的船只到理解气体在不同压力下的行为。此外，液体的‘体积’通常使用量筒或量杯来测量，强调了这一概念在实验室环境中的实际重要性。 在我们的日常生活中，我们在各种情况下都会遇到‘体积’的概念。例如，在烹饪时，食谱通常需要特定的成分‘体积’，这意味着我们需要准确测量以达到预期的结果。声音的‘体积’是另一个常见的应用实例。我们常常谈论音乐的‘体积’，其中较高的‘体积’表示更大的音量。调整扬声器或电视的‘体积’是大多数人定期进行的操作，这显示了这一概念在我们生活中的普遍性。 此外，在建筑和设计领域，空间的‘体积’显著影响我们对环境的体验。建筑师在设计建筑时考虑房间的‘体积’，以创造舒适和功能性的空间。一个高‘体积’的房间可以感觉更加宽敞和通透，而一个低‘体积’的房间可能会让人感到拥挤。因此，理解‘体积’不仅对数学计算重要，而且对创造美观和功能性的设计也至关重要。 总之，‘体积’一词涵盖了不同学科中广泛的含义和应用。无论我们是在计算几何形状的‘体积’，理解材料的密度，测量烹饪中的成分，调整音量，还是设计建筑空间，‘体积’的概念都是我们理解周围世界的核心。掌握这一术语使我们能够更深入地参与各种主题，并欣赏物理和抽象领域的复杂性。因此，学生和个人都应当努力掌握‘体积’的含义及其在生活中的应用。