epicycloid curve
外擺線曲線
epicycloid shape
外擺線形狀
epicycloid motion
外擺線運動
epicycloid generator
外擺線生成器
epicycloid pattern
外擺線圖案
epicycloid design
外擺線設計
epicycloid function
外擺線函數
epicycloid properties
外擺線屬性
epicycloid equation
外擺線方程
epicycloid analysis
外擺線分析
the mathematician explained the properties of an epicycloid.
數學家解釋了外擺線的性質。
we used an epicycloid in our engineering project.
我們在工程項目中使用了外擺線。
an epicycloid can be generated by rolling a circle on the outside of another circle.
外擺線可以通過一個圓在另一個圓的外部滾動生成。
the design of the gears was inspired by the shape of an epicycloid.
齒輪的設計受到了外擺線形狀的啓發。
in geometry, the epicycloid is a fascinating curve to study.
在幾何學中，外擺線是一個令人着迷的曲線。
understanding the epicycloid helps in various applications in physics.
理解外擺線有助於物理學中的各種應用。
we derived the equations for the epicycloid in class today.
我們今天在課堂上推導了外擺線的方程。
the motion of the epicycloid can be observed in certain mechanical systems.
在某些機械系統中可以觀察到外擺線的運動。
artists often use the epicycloid as a basis for intricate designs.
藝術家們常常以外擺線作爲複雜設計的基礎。
exploring the epicycloid reveals interesting mathematical relationships.
探索外擺線揭示了有趣的數學關係。
epicycloid curve
外擺線曲線
epicycloid shape
外擺線形狀
epicycloid motion
外擺線運動
epicycloid generator
外擺線生成器
epicycloid pattern
外擺線圖案
epicycloid design
外擺線設計
epicycloid function
外擺線函數
epicycloid properties
外擺線屬性
epicycloid equation
外擺線方程
epicycloid analysis
外擺線分析
the mathematician explained the properties of an epicycloid.
數學家解釋了外擺線的性質。
we used an epicycloid in our engineering project.
我們在工程項目中使用了外擺線。
an epicycloid can be generated by rolling a circle on the outside of another circle.
外擺線可以通過一個圓在另一個圓的外部滾動生成。
the design of the gears was inspired by the shape of an epicycloid.
齒輪的設計受到了外擺線形狀的啓發。
in geometry, the epicycloid is a fascinating curve to study.
在幾何學中，外擺線是一個令人着迷的曲線。
understanding the epicycloid helps in various applications in physics.
理解外擺線有助於物理學中的各種應用。
we derived the equations for the epicycloid in class today.
我們今天在課堂上推導了外擺線的方程。
the motion of the epicycloid can be observed in certain mechanical systems.
在某些機械系統中可以觀察到外擺線的運動。
artists often use the epicycloid as a basis for intricate designs.
藝術家們常常以外擺線作爲複雜設計的基礎。
exploring the epicycloid reveals interesting mathematical relationships.
探索外擺線揭示了有趣的數學關係。
探索常見搜尋詞彙