half breadth

简明释义

半宽

英英释义

例句

1.The architect specified a half breadth for the new building's design.

建筑师为新建筑的设计指定了一个半宽度。

2.When laying out the garden, we used the half breadth to ensure symmetry.

在布置花园时，我们使用了半宽度来确保对称性。

3.The width of the table is measured as the half breadth of its total dimensions.

桌子的宽度被测量为其总尺寸的半宽度。

4.In geometry, the half breadth can help determine the center of a circle.

在几何中，半宽度可以帮助确定圆心。

5.To calculate the area of the rectangle, we need to find the half breadth first.

要计算矩形的面积，我们需要先找到半宽度。

作文

In the study of geometry, various terms are used to describe different dimensions and measurements. One such term is half breadth, which refers to half the width of an object or shape. Understanding this concept is crucial for students and professionals working in fields such as architecture, engineering, and design. The half breadth can be applied to a variety of contexts, from calculating the dimensions of a room to determining the size of furniture that will fit within a given space.To illustrate the importance of half breadth, consider the design of a new office building. Architects must take precise measurements to ensure that the layout is functional and aesthetically pleasing. By calculating the half breadth of each room, they can determine how much space is available for desks, chairs, and other furnishings. This measurement helps avoid overcrowding and ensures that employees have enough room to work comfortably.Moreover, the concept of half breadth is not limited to architectural design. In the world of fashion, designers often use this measurement when creating clothing patterns. For instance, when designing a dress, a designer may need to calculate the half breadth of the waistline to ensure a proper fit. If the half breadth is not accurately measured, the final product may not sit well on the wearer, leading to dissatisfaction and returns.In addition to practical applications, the concept of half breadth also has theoretical implications. In mathematics, understanding dimensions and their relationships is fundamental. The half breadth can be used in various mathematical formulas and equations, allowing students to solve complex problems more effectively. For example, in calculating the area of a rectangle, knowing the half breadth can help students understand how to manipulate the formula to find the total area.Furthermore, the half breadth is also relevant in the field of physics. When studying the properties of waves, scientists often examine the half breadth of a wave function to determine its amplitude and frequency. This measurement can provide insights into the behavior of different types of waves, such as sound waves or light waves. Understanding the half breadth in this context allows researchers to make predictions about how these waves will interact with their environment.In conclusion, the term half breadth encompasses a wide range of applications across various disciplines. Whether in architecture, fashion design, mathematics, or physics, understanding and accurately measuring the half breadth is essential for achieving desired outcomes. As students and professionals continue to explore these fields, the significance of the half breadth will remain a fundamental concept that supports innovation and creativity. Therefore, mastery of this term is not just beneficial but necessary for success in many areas of study and practice.

在几何学的研究中，各种术语被用来描述不同的维度和测量。其中一个术语是半宽度，它指的是物体或形状宽度的一半。理解这个概念对于在建筑、工程和设计等领域工作的学生和专业人士至关重要。半宽度可以应用于多种情境，从计算房间的尺寸到确定适合特定空间的家具大小。为了说明半宽度的重要性，考虑一下新办公楼的设计。建筑师必须进行精确测量，以确保布局既功能性又美观。通过计算每个房间的半宽度，他们可以确定可用于桌子、椅子和其他家具的空间。这一测量有助于避免拥挤，并确保员工有足够的空间舒适地工作。此外，半宽度的概念不仅限于建筑设计。在时尚界，设计师在创建服装样式时也常常使用这一测量。例如，在设计一件连衣裙时，设计师可能需要计算腰围的半宽度以确保合身。如果半宽度没有准确测量，最终产品可能无法很好地贴合穿着者，导致不满意和退货。除了实际应用外，半宽度的概念在理论上也有重要意义。在数学中，理解维度及其关系是基础。半宽度可以用于各种数学公式和方程，帮助学生更有效地解决复杂问题。例如，在计算矩形的面积时，了解半宽度可以帮助学生理解如何操控公式来找到总面积。此外，半宽度在物理学领域也相关。当研究波的性质时，科学家们常常检查波函数的半宽度以确定其振幅和频率。这一测量可以提供对不同类型波（如声波或光波）行为的洞察。理解这一上下文中的半宽度使研究人员能够预测这些波如何与其环境相互作用。总之，术语半宽度涵盖了各个学科广泛的应用。无论是在建筑、时尚设计、数学还是物理学中，理解和准确测量半宽度对于实现期望结果至关重要。随着学生和专业人士继续探索这些领域，半宽度的重要性将仍然是一个支持创新和创造力的基本概念。因此，掌握这一术语不仅有益，而且在许多研究和实践领域的成功中是必要的。