spatial formula

简明释义

立体式

英英释义

例句

1.Using a spatial formula, the team calculated the most efficient route for delivery trucks.

团队使用空间公式计算出送货卡车的最有效路线。

2.The software includes a spatial formula to analyze geographic data for better decision-making.

该软件包括一个空间公式来分析地理数据，以便做出更好的决策。

3.The architect used a spatial formula to design the layout of the building, ensuring optimal use of space.

建筑师使用了一个空间公式来设计建筑的布局，以确保空间的最佳利用。

4.The spatial formula for this garden maximizes sunlight exposure for all plants.

这个花园的空间公式最大限度地提高了所有植物的阳光照射。

5.In urban planning, a spatial formula helps determine the distribution of parks and residential areas.

在城市规划中，空间公式有助于确定公园和居住区的分布。

作文

In the realm of mathematics and science, the term spatial formula refers to a mathematical expression that describes the relationships between various dimensions and properties of objects in space. Understanding spatial formula is crucial for fields such as geometry, physics, and engineering, where spatial reasoning and visualization are essential. For instance, when calculating the volume of three-dimensional shapes like spheres, cylinders, or cones, one must utilize specific spatial formulas that incorporate the dimensions of these shapes. The concept of spatial formula extends beyond mere calculations; it also plays a significant role in architecture and design. Architects rely on spatial formulas to determine the structural integrity and aesthetic appeal of buildings. By applying these formulas, they can create spaces that are not only functional but also visually pleasing. For example, the use of the golden ratio in architectural design is a practical application of a spatial formula that has been employed for centuries to achieve balance and harmony in structures.Moreover, in the field of computer graphics, spatial formulas are used to render three-dimensional images on two-dimensional screens. These formulas help in calculating how light interacts with surfaces, creating realistic shadows and reflections. The understanding of spatial formulas is vital for animators and game developers who strive to create immersive environments for users.In everyday life, we encounter spatial formulas without even realizing it. When packing a suitcase, for instance, one might use a spatial formula to maximize the available space, ensuring that all items fit snugly without wasting any area. Similarly, when arranging furniture in a room, individuals often rely on their understanding of spatial formulas to optimize the layout for comfort and accessibility.Additionally, education systems around the world emphasize the importance of teaching students about spatial formulas. Through geometry classes, students learn to visualize and manipulate shapes, fostering their spatial awareness. This skill is not only applicable in academic settings but also in various careers, such as urban planning, where professionals must consider the spatial relationships between different elements within a city.In summary, the concept of spatial formula is multifaceted and permeates various aspects of our lives. From mathematics and science to art and daily activities, understanding these formulas enables us to navigate and interact with the world more effectively. As technology continues to evolve, the relevance of spatial formulas will only increase, making it imperative for future generations to grasp these concepts thoroughly. By doing so, we equip ourselves with the tools necessary to innovate and solve complex problems in an ever-changing environment.

在数学和科学领域，术语空间公式指的是描述空间中物体的各种维度和属性之间关系的数学表达式。理解空间公式对于几何学、物理学和工程等领域至关重要，这些领域需要空间推理和可视化。例如，在计算三维形状如球体、圆柱体或圆锥体的体积时，必须利用特定的空间公式，这些公式包含了这些形状的维度。空间公式的概念不仅仅局限于计算，它在建筑和设计中也发挥着重要作用。建筑师依靠空间公式来确定建筑的结构完整性和美学吸引力。通过应用这些公式，他们可以创造出既功能性又视觉上令人愉悦的空间。例如，建筑设计中使用黄金比例就是一个实际应用空间公式的例子，这种方法已经被使用了几个世纪，以实现结构的平衡与和谐。此外，在计算机图形学领域，空间公式用于在二维屏幕上渲染三维图像。这些公式帮助计算光与表面之间的相互作用，创造现实的阴影和反射。对空间公式的理解对动画师和游戏开发者至关重要，他们努力为用户创造沉浸式的环境。在日常生活中，我们不知不觉中遇到空间公式。例如，在打包行李时，人们可能会使用空间公式来最大化可用空间，确保所有物品紧凑地放入而不浪费任何区域。类似地，在房间内布置家具时，个人通常依赖他们对空间公式的理解来优化布局，以获得舒适性和可及性。此外，世界各地的教育系统强调教授学生关于空间公式的重要性。通过几何课，学生学习可视化和操作形状，从而培养他们的空间意识。这种技能不仅适用于学术环境，也适用于各种职业，例如城市规划，专业人员必须考虑城市内不同元素之间的空间关系。总之，空间公式的概念是多方面的，渗透到我们生活的各个方面。从数学和科学到艺术和日常活动，理解这些公式使我们能够更有效地导航和与世界互动。随着技术的不断发展，空间公式的相关性只会增加，因此让未来的几代人彻底掌握这些概念是至关重要的。通过这样做，我们为自己装备了必要的工具，以便在不断变化的环境中创新和解决复杂问题。