factor of subdivision

简明释义

分舱系数;分舱因数

英英释义

例句

1.In our study, the factor of subdivision was identified as a key driver of innovation.

在我们的研究中，细分因素被确定为创新的关键驱动因素。

2.The team analyzed the factor of subdivision to improve customer targeting strategies.

团队分析了细分因素以改善客户定位策略。

3.Each factor of subdivision affects the overall performance of the system.

每个细分因素都会影响系统的整体性能。

4.Understanding the factor of subdivision is crucial for effective market segmentation.

理解细分因素对于有效的市场细分至关重要。

5.The factor of subdivision in this project will determine how resources are allocated across different teams.

在这个项目中，细分因素将决定资源如何在不同团队之间分配。

作文

In the realm of mathematics and geometry, the concept of a factor of subdivision plays a crucial role in understanding how complex shapes can be broken down into simpler components. This process of subdivision allows mathematicians and engineers to analyze and manipulate shapes more effectively. Essentially, a factor of subdivision refers to the specific ratio or criteria used to divide a geometric figure into smaller, more manageable parts. For instance, when working with polygons, one might use a factor of subdivision to determine how many subdivisions are needed to achieve a desired level of detail in a model. The application of factor of subdivision is not limited to pure mathematics; it also extends into fields such as computer graphics and architectural design. In computer graphics, for example, the factor of subdivision is essential for rendering smooth surfaces and creating realistic animations. By subdividing surfaces into finer segments, designers can add intricate details that enhance the visual appeal of their work. This technique is commonly used in 3D modeling, where the smoothness of a surface can significantly impact the quality of the final product.Moreover, in architectural design, the factor of subdivision can influence the structural integrity of buildings. Architects often utilize this concept to ensure that materials are distributed evenly throughout a structure. By understanding how to effectively apply a factor of subdivision, architects can create designs that not only look aesthetically pleasing but also meet safety standards and budget constraints.Furthermore, the significance of factor of subdivision can be observed in various scientific fields, including biology and ecology. In these disciplines, researchers may use a factor of subdivision to categorize organisms or ecosystems into smaller, more specific groups. This method allows scientists to study relationships and interactions within an ecosystem more thoroughly. For example, biologists might apply a factor of subdivision to classify species based on their habitat preferences or reproductive strategies, leading to a better understanding of biodiversity.In conclusion, the term factor of subdivision encapsulates a fundamental principle that transcends various disciplines, from mathematics to architecture and biology. Its ability to break down complex structures into simpler components not only aids in analysis and design but also fosters creativity and innovation. As we continue to explore the implications of a factor of subdivision in different fields, we gain valuable insights that can lead to advancements in technology, environmental conservation, and beyond. Understanding this concept is essential for anyone looking to delve deeper into the interconnectedness of various domains of knowledge, highlighting the importance of interdisciplinary approaches in solving real-world problems.

在数学和几何学的领域中，“factor of subdivision”这一概念在理解复杂形状如何被分解为更简单的组成部分方面起着至关重要的作用。这种细分的过程使得数学家和工程师能够更有效地分析和操作形状。基本上，“factor of subdivision”是指用于将几何图形划分为更小、更易管理部分的特定比例或标准。例如，在处理多边形时，人们可能会使用“factor of subdivision”来确定需要多少个细分，以达到所需的模型细节水平。“factor of subdivision”的应用不仅限于纯数学，它还扩展到计算机图形和建筑设计等领域。在计算机图形学中，例如，“factor of subdivision”对于渲染光滑表面和创建逼真动画至关重要。通过将表面细分为更精细的段，设计师可以添加增强其作品视觉吸引力的复杂细节。这种技术通常用于3D建模，其中表面的光滑度可以显著影响最终产品的质量。此外，在建筑设计中，“factor of subdivision”可以影响建筑物的结构完整性。建筑师经常利用这一概念来确保材料在结构中的均匀分布。通过理解如何有效地应用“factor of subdivision”，建筑师可以创建不仅在美学上令人愉悦，而且符合安全标准和预算限制的设计。此外，“factor of subdivision”的重要性还可以在生物学和生态学等多个科学领域中观察到。在这些学科中，研究人员可能会使用“factor of subdivision”将生物或生态系统分类为更小、更具体的组。这种方法使科学家能够更深入地研究生态系统内的关系和相互作用。例如，生物学家可能会应用“factor of subdivision”根据栖息地偏好或繁殖策略对物种进行分类，从而更好地理解生物多样性。总之，“factor of subdivision”这一术语概括了一项超越多个学科的基本原则，从数学到建筑和生物学。它将复杂结构分解为更简单组件的能力不仅有助于分析和设计，还促进了创造力和创新。随着我们继续探索“factor of subdivision”在不同领域的影响，我们获得了可导致技术、环境保护等方面进步的宝贵见解。理解这一概念对于任何希望深入探讨各种知识领域相互联系的人来说都是至关重要的，强调了解决现实问题时跨学科方法的重要性。