annulus line

简明释义

环形管路

英英释义

例句

1.The engineer marked the annulus line to indicate the boundary of the insulation layer.

工程师标记了环状线以指示绝缘层的边界。

2.During the inspection, we noticed that the annulus line was not properly aligned.

在检查过程中，我们注意到环状线没有正确对齐。

3.We need to ensure the annulus line is clearly visible on the schematic diagram.

我们需要确保环状线在示意图上清晰可见。

4.Operators must monitor the pressure at the annulus line to prevent leaks.

操作员必须监测环状线的压力以防止泄漏。

5.The annulus line is crucial for maintaining the integrity of the pipeline system.

保持管道系统完整性的关键是环状线。

作文

In the field of geometry, understanding the concept of an annulus is crucial for various applications. An annulus is defined as a ring-shaped object, formed by two concentric circles. The area between these two circles is what we refer to as the annulus. One important aspect of studying an annulus is the concept of the annulus line (环形线), which refers to the boundary that separates the inner circle from the outer circle. This line is not just a simple demarcation; it plays a significant role in calculating properties such as area and perimeter. To grasp the importance of the annulus line (环形线), let's consider a practical example. Imagine you are designing a circular garden with a pathway surrounding it. The inner circle represents the garden itself, while the outer circle represents the outer edge of the pathway. The annulus line (环形线) is the line that defines where the garden ends and the pathway begins. By understanding this line, you can accurately measure the amount of soil needed for the garden and the materials required for the pathway.Furthermore, in advanced mathematics and physics, the annulus line (环形线) has implications in fields such as fluid dynamics and electromagnetism. For instance, when analyzing the flow of fluids in a pipe, the annulus line (环形线) helps in determining the velocity and pressure of the fluid at different points. Similarly, in electromagnetism, the annulus line (环形线) can be used to analyze the behavior of electric fields around conductors.The concept of the annulus line (环形线) also extends to art and architecture. Many artists and architects utilize the principles of geometry to create visually appealing designs. The annulus line (环形线) can be found in various structures, from domes to fountains, adding an aesthetic quality to their work. Understanding how to manipulate this line allows for greater creativity and innovation in design.Moreover, the annulus line (环形线) serves as a foundational element in calculus, particularly in the study of integration. When calculating the area of an annulus, one must consider the annulus line (环形线) to set the limits of integration. This process illustrates the intersection of geometry and calculus, showcasing the beauty of mathematics as a cohesive discipline.In conclusion, the annulus line (环形线) is more than just a geometric term; it is a vital concept that bridges various fields of study. Whether in practical applications like gardening and construction, or in theoretical frameworks like fluid dynamics and electromagnetism, the significance of the annulus line (环形线) cannot be overstated. By mastering this concept, one gains valuable insights into the interconnectedness of mathematics, science, and art, ultimately enhancing one's understanding of the world around us.