complex geometries
复杂几何
simple geometries
简单几何
varied geometries
多样几何
abstract geometries
抽象几何
dynamic geometries
动态几何
geometric geometries
几何几何
spatial geometries
空间几何
linear geometries
线性几何
surface geometries
表面几何
curved geometries
曲面几何
different geometries can affect the way light interacts with surfaces.
不同的几何形状会影响光与表面的相互作用。
the study of geometries is essential in advanced mathematics.
几何学的研究在高等数学中至关重要。
architects often experiment with various geometries in their designs.
建筑师在设计中常常尝试不同的几何形状。
in physics, different geometries can lead to different outcomes.
在物理学中，不同的几何形状可能导致不同的结果。
artists use geometries to create visually appealing compositions.
艺术家使用几何形状来创作视觉上吸引人的作品。
understanding geometries is crucial for computer graphics.
理解几何形状对计算机图形学至关重要。
mathematicians explore non-euclidean geometries for new theories.
数学家探索非欧几里得几何以寻找新理论。
geometries play a significant role in the field of robotics.
几何形状在机器人技术领域中发挥着重要作用。
different geometries can be applied in various engineering fields.
不同的几何形状可以应用于各个工程领域。
geometries can help in visualizing complex data sets.
几何形状可以帮助可视化复杂的数据集。
complex geometries
复杂几何
simple geometries
简单几何
varied geometries
多样几何
abstract geometries
抽象几何
dynamic geometries
动态几何
geometric geometries
几何几何
spatial geometries
空间几何
linear geometries
线性几何
surface geometries
表面几何
curved geometries
曲面几何
different geometries can affect the way light interacts with surfaces.
不同的几何形状会影响光与表面的相互作用。
the study of geometries is essential in advanced mathematics.
几何学的研究在高等数学中至关重要。
architects often experiment with various geometries in their designs.
建筑师在设计中常常尝试不同的几何形状。
in physics, different geometries can lead to different outcomes.
在物理学中，不同的几何形状可能导致不同的结果。
artists use geometries to create visually appealing compositions.
艺术家使用几何形状来创作视觉上吸引人的作品。
understanding geometries is crucial for computer graphics.
理解几何形状对计算机图形学至关重要。
mathematicians explore non-euclidean geometries for new theories.
数学家探索非欧几里得几何以寻找新理论。
geometries play a significant role in the field of robotics.
几何形状在机器人技术领域中发挥着重要作用。
different geometries can be applied in various engineering fields.
不同的几何形状可以应用于各个工程领域。
geometries can help in visualizing complex data sets.
几何形状可以帮助可视化复杂的数据集。
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