conical point

简明释义

锥形尖

英英释义

例句

1.The conical point of the volcano is where the lava accumulates before an eruption.

火山的锥形点是熔岩在喷发前积聚的地方。

2.The architect designed a roof with a sharp conical point to enhance the building's aesthetic appeal.

建筑师设计了一个有尖锐锥形点的屋顶，以增强建筑的美学吸引力。

3.In geometry, a conical point refers to the vertex of a cone where all lines converge.

在几何学中，锥形点指的是一个锥体的顶点，所有线条汇聚于此。

4.During the experiment, we observed how the liquid flowed towards the conical point of the funnel.

在实验中，我们观察到液体是如何流向漏斗的锥形点的。

5.The artist created a sculpture that features a prominent conical point at the top, symbolizing aspiration.

艺术家创作了一座雕塑，顶部有一个显著的锥形点，象征着追求。

作文

In the realm of geometry, shapes and their properties play a crucial role in our understanding of the physical world. One such shape that fascinates mathematicians and engineers alike is the cone. A cone is defined as a three-dimensional geometric figure with a circular base that tapers smoothly from the base to a single point known as the apex. This apex can also be referred to as the conical point (圆锥点), which is the tip of the cone where all the lines from the circumference of the base converge. Understanding the significance of the conical point (圆锥点) is essential not only in theoretical mathematics but also in practical applications such as architecture and design.The conical point (圆锥点) serves as a pivotal element in various fields. For instance, in architecture, the design of structures often involves conical shapes, such as roofs or towers. The conical point (圆锥点) allows for efficient water drainage and enhances the aesthetic appeal of buildings. Moreover, the stability provided by the conical shape helps in distributing weight evenly, making it an ideal choice for many architectural designs.In engineering, the conical point (圆锥点) is equally significant. Conical shapes are used in funnels, which direct liquids into containers without spilling. The conical point (圆锥点) ensures that the flow of liquid is streamlined and efficient. Additionally, in the field of aerodynamics, the design of airplane wings often incorporates conical shapes to reduce drag and improve lift, demonstrating how the properties of the conical point (圆锥点) can lead to enhanced performance.Furthermore, in computer graphics and animation, the concept of the conical point (圆锥点) is vital for rendering realistic images. When creating 3D models, artists must understand how light interacts with conical forms. The conical point (圆锥点) plays a critical role in determining how shadows and highlights are rendered, ultimately impacting the visual realism of the scene.The mathematical exploration of the conical point (圆锥点) extends beyond its physical implications. In calculus, for example, the study of conical sections—such as ellipses, parabolas, and hyperbolas—often begins with the understanding of the cone and its conical point (圆锥点). These sections arise when a plane intersects a cone at various angles, leading to diverse applications in physics, engineering, and even astronomy.In conclusion, the conical point (圆锥点) is much more than just a terminological reference in geometry; it represents a fundamental concept that bridges various disciplines. From architecture to engineering, and from computer graphics to advanced mathematics, the conical point (圆锥点) is integral to our understanding and application of geometric principles. Recognizing the importance of the conical point (圆锥点) allows us to appreciate the beauty and utility of geometry in our everyday lives, illustrating how mathematics is woven into the fabric of the world around us.