skew axis

简明释义

斜轴

英英释义

例句

1.When analyzing the results, the skew axis helped identify trends that were not immediately obvious.

在分析结果时，倾斜轴帮助识别出不易察觉的趋势。

2.The graph was plotted with a skew axis to better represent the data distribution.

图表使用了倾斜轴来更好地表示数据分布。

3.To create a unique design, the artist incorporated a skew axis into her painting.

为了创造独特的设计，艺术家在她的画作中融入了倾斜轴。

4.In the 3D model, we can adjust the skew axis to create a more dynamic visual effect.

在3D模型中，我们可以调整倾斜轴以创建更具动态效果的视觉效果。

5.The skew axis allows for a more accurate representation of the variable relationships.

使用倾斜轴可以更准确地表示变量之间的关系。

作文

In the study of geometry and engineering, the concept of a skew axis plays a vital role in understanding the orientation and relationships between different geometric shapes. A skew axis is defined as an axis that does not intersect with a given plane or line at any point, leading to unique properties and behaviors in three-dimensional space. This characteristic makes the skew axis particularly important in fields such as robotics, computer graphics, and structural engineering, where precise alignment and orientation are crucial for functionality and design.To illustrate the significance of a skew axis, consider the design of a robotic arm used in manufacturing. The arm must be able to move along multiple axes to perform tasks such as welding, painting, or assembling components. In this scenario, the joints of the robotic arm can be thought of as points that rotate around various axes. If one of these axes is a skew axis, it can lead to complex movement patterns that require advanced programming and control algorithms to manage effectively.Moreover, in computer graphics, the representation of 3D objects often involves transformations that include rotation around a skew axis. When an object is rotated around a skew axis, the resulting transformation can create visually compelling effects, enhancing the realism of animations and simulations. Understanding how to manipulate objects around a skew axis allows designers to create more dynamic and engaging visual experiences.In structural engineering, the concept of a skew axis is essential when designing bridges and buildings that require non-standard angles and alignments. For instance, a bridge that spans across a river at an angle may utilize a skew axis to ensure that the load is distributed evenly and that the structure remains stable. Engineers must take into account the forces acting on the structure and how they relate to the skew axis to ensure safety and durability.Furthermore, the mathematical representation of a skew axis often involves vectors and matrices, which are fundamental in linear algebra. By using these mathematical tools, engineers and scientists can model the behavior of systems involving skew axes, allowing for predictions and optimizations in design and functionality. For example, in aerospace engineering, understanding the dynamics of flight requires an in-depth analysis of how aircraft maneuver around various skew axes during different phases of flight.In conclusion, the concept of a skew axis is integral to various fields that involve geometry, motion, and structural integrity. Its unique properties allow for complex interactions in three-dimensional space, making it a critical factor in the design and analysis of systems across multiple disciplines. As technology continues to advance, the understanding and application of skew axes will undoubtedly evolve, leading to new innovations and solutions in engineering and design. Recognizing the importance of a skew axis not only enhances our comprehension of spatial relationships but also paves the way for future advancements in technology and science.

在几何和工程学的研究中，skew axis（倾斜轴）的概念在理解不同几何形状之间的方向和关系方面起着至关重要的作用。skew axis被定义为一个轴，它与给定平面或直线在任何点都不相交，这导致了三维空间中独特的属性和行为。这一特性使得skew axis在机器人技术、计算机图形学和结构工程等领域尤为重要，在这些领域中，精确的对齐和方向对于功能和设计至关重要。为了说明skew axis的重要性，可以考虑用于制造的机器人手臂的设计。该手臂必须能够沿多个轴移动，以执行焊接、喷漆或组装组件等任务。在这种情况下，机器手臂的关节可以看作是围绕各种轴旋转的点。如果其中一个轴是skew axis，这可能会导致复杂的运动模式，需要先进的编程和控制算法来有效管理。此外，在计算机图形学中，3D物体的表示通常涉及包括围绕skew axis的旋转在内的变换。当一个物体围绕skew axis旋转时，结果变换可以创建视觉上引人注目的效果，增强动画和模拟的真实感。理解如何围绕skew axis操作物体使设计师能够创造出更具动态性和吸引力的视觉体验。在结构工程中，skew axis的概念在设计需要非标准角度和对齐的桥梁和建筑时至关重要。例如，横跨河流的桥以一定角度延伸，可能利用skew axis来确保负载均匀分布，并确保结构稳定。工程师必须考虑作用于结构的力量以及它们与skew axis的关系，以确保安全性和耐久性。此外，skew axis的数学表示通常涉及向量和矩阵，这些是线性代数中的基本内容。通过使用这些数学工具，工程师和科学家可以建模涉及skew axis的系统行为，从而允许在设计和功能上进行预测和优化。例如，在航空工程中，理解飞行的动力学需要深入分析飞机在飞行不同阶段如何围绕各种skew axes机动。总之，skew axis的概念对于涉及几何、运动和结构完整性的各个领域都是不可或缺的。它独特的属性允许在三维空间中进行复杂的交互，使其成为多个学科设计和分析中的关键因素。随着技术的不断进步，对skew axes的理解和应用无疑将不断发展，从而在工程和设计中带来新的创新和解决方案。认识到skew axis的重要性，不仅增强了我们对空间关系的理解，也为未来科技和科学的进步铺平了道路。