triangular plate

简明释义

三角眼板

英英释义

例句

1.The architect designed a unique roof using a triangular plate.

建筑师使用三角形板设计了一个独特的屋顶。

2.The chef plated the dessert on a stylish triangular plate for presentation.

厨师将甜点放在一个时尚的三角形板上进行展示。

3.In the physics experiment, we used a triangular plate to demonstrate force distribution.

在物理实验中，我们使用三角形板来演示力的分布。

4.For the art project, we need to cut a triangular plate from plywood.

为了这个艺术项目，我们需要从胶合板上切割一个三角形板。

5.The engineer calculated the weight distribution on the triangular plate to ensure stability.

工程师计算了三角形板上的重量分布，以确保稳定性。

作文

In the realm of geometry, shapes play a crucial role in understanding the world around us. One such shape that is significant in both theoretical and practical applications is the triangular plate. A triangular plate is essentially a flat, two-dimensional figure with three sides and three angles. This simple yet versatile shape can be found in various fields, including engineering, architecture, and art. The properties of a triangular plate make it an essential element in structural design, as it can distribute weight evenly and provide stability to various structures.For example, in construction, the use of a triangular plate can be seen in trusses, which are frameworks that support roofs and bridges. The triangular shape allows for the efficient transfer of loads, making it a popular choice among architects and engineers. When a force is applied to a triangular plate, the distribution of stress is even across all three sides, reducing the likelihood of failure. This characteristic is particularly important in buildings and bridges, where safety and reliability are paramount.Furthermore, the triangular plate is not only limited to structural applications; it also has aesthetic value. Artists often incorporate triangular shapes into their work, using triangular plates as a fundamental design element. The dynamic nature of triangles can create a sense of movement and energy in visual compositions. For instance, in modern art, artists may use a series of triangular plates to form intricate patterns that draw the viewer's eye and evoke emotional responses.Additionally, the concept of a triangular plate extends beyond physical objects. In mathematics, the properties of triangles are studied extensively, leading to the development of theories and formulas that apply to various real-life situations. The Pythagorean theorem, for instance, is a fundamental principle that relates the lengths of the sides of a right triangle, which can be thought of as a specific type of triangular plate. Understanding these mathematical principles is essential for students and professionals alike, as they form the foundation for more complex concepts in geometry and trigonometry.Moreover, the triangular plate serves as a metaphor in various contexts. In discussions about teamwork and collaboration, for example, one might refer to a triangular plate to symbolize the importance of three key components: communication, trust, and respect. Just as a triangular plate requires all three sides to maintain its shape and integrity, successful teamwork relies on the balance of these three elements.In conclusion, the triangular plate is more than just a geometric shape; it is a fundamental component in various disciplines, from engineering to art. Its unique properties allow for effective weight distribution in structures, while its aesthetic appeal enhances artistic expression. Additionally, the study of triangles in mathematics equips individuals with essential skills applicable in numerous fields. Ultimately, the significance of the triangular plate transcends its physical form, serving as a symbol of balance and collaboration in many aspects of life.

在几何学的领域中，形状在理解我们周围的世界中扮演着至关重要的角色。其中一个在理论和实际应用中都非常重要的形状是三角形板。三角形板本质上是一个平面二维图形，具有三条边和三个角。这种简单而多功能的形状可以在许多领域中找到，包括工程、建筑和艺术。三角形板的特性使其成为结构设计中的一个基本元素，因为它可以均匀分配重量并为各种结构提供稳定性。例如，在建筑中，三角形板的使用可以在桁架中看到，桁架是一种支撑屋顶和桥梁的框架。三角形的形状允许有效的负载转移，使其成为建筑师和工程师的热门选择。当施加力于三角形板时，压力的分布在三条边上是均匀的，从而减少了失效的可能性。这一特性在建筑和桥梁中尤为重要，因为安全性和可靠性至关重要。此外，三角形板不仅限于结构应用；它还具有美学价值。艺术家们经常将三角形形状融入他们的作品中，使用三角形板作为基本设计元素。三角形的动态特性可以在视觉构图中创造出运动和能量的感觉。例如，在现代艺术中，艺术家可能会使用一系列三角形板形成复杂的图案，吸引观众的目光并激发情感反应。此外，三角形板的概念超越了物理对象。在数学中，三角形的性质被广泛研究，导致了适用于各种现实情况的理论和公式的发展。毕达哥拉斯定理就是一个基本原则，它涉及直角三角形的边长，可以被视为一种特定类型的三角形板。理解这些数学原理对于学生和专业人士来说至关重要，因为它们构成了几何和三角学中更复杂概念的基础。此外，三角形板在各种背景下也作为隐喻。在关于团队合作与协作的讨论中，例如，人们可能会提到三角形板来象征三个关键组成部分的重要性：沟通、信任和尊重。正如一块三角形板需要三条边来维持其形状和完整性，成功的团队合作依赖于这三种元素的平衡。总之，三角形板不仅仅是一个几何形状；它是多个学科中的基本组成部分，从工程到艺术。它独特的特性允许在结构中有效的重量分配，而其美学吸引力增强了艺术表达。此外，三角形在数学中的研究使个人具备了在多个领域中应用的基本技能。最终，三角形板的意义超越了其物理形式，在生活的许多方面作为平衡与合作的象征。