cycloid curve
摆线曲线
cycloid motion
摆线运动
cycloid shape
摆线形状
cycloid graph
摆线图
cycloid equation
摆线方程
cycloid path
摆线路径
cycloid properties
摆线性质
cycloid design
摆线设计
cycloid function
摆线函数
cycloid model
摆线模型
in mathematics, a cycloid is the curve traced by a point on the circumference of a circle as it rolls along a straight line.
在数学中，摆线是一个圆的周边点沿直线滚动时描绘的曲线。
the cycloid has interesting properties that make it useful in physics and engineering.
摆线具有有趣的特性，使其在物理和工程中非常有用。
many pendulum designs utilize the cycloid shape for optimal motion.
许多钟摆设计利用摆线形状以实现最佳运动。
the cycloid can be generated using parametric equations.
摆线可以通过参数方程生成。
artists often use the cycloid in their designs to create dynamic curves.
艺术家们常常在设计中使用摆线来创造动感曲线。
understanding the cycloid can help students grasp concepts in calculus.
理解摆线可以帮助学生掌握微积分的概念。
the cycloid is known for its unique rolling properties.
摆线以其独特的滚动特性而闻名。
in physics, the cycloid is often studied in the context of motion and gravity.
在物理学中，摆线常常在运动和重力的背景下进行研究。
using a cycloid curve can enhance the efficiency of certain mechanical systems.
使用摆线曲线可以提高某些机械系统的效率。
the cycloid's shape is derived from the motion of a circle rolling along a flat surface.
摆线的形状来源于一个圆在平面上滚动的运动。
cycloid curve
摆线曲线
cycloid motion
摆线运动
cycloid shape
摆线形状
cycloid graph
摆线图
cycloid equation
摆线方程
cycloid path
摆线路径
cycloid properties
摆线性质
cycloid design
摆线设计
cycloid function
摆线函数
cycloid model
摆线模型
in mathematics, a cycloid is the curve traced by a point on the circumference of a circle as it rolls along a straight line.
在数学中，摆线是一个圆的周边点沿直线滚动时描绘的曲线。
the cycloid has interesting properties that make it useful in physics and engineering.
摆线具有有趣的特性，使其在物理和工程中非常有用。
many pendulum designs utilize the cycloid shape for optimal motion.
许多钟摆设计利用摆线形状以实现最佳运动。
the cycloid can be generated using parametric equations.
摆线可以通过参数方程生成。
artists often use the cycloid in their designs to create dynamic curves.
艺术家们常常在设计中使用摆线来创造动感曲线。
understanding the cycloid can help students grasp concepts in calculus.
理解摆线可以帮助学生掌握微积分的概念。
the cycloid is known for its unique rolling properties.
摆线以其独特的滚动特性而闻名。
in physics, the cycloid is often studied in the context of motion and gravity.
在物理学中，摆线常常在运动和重力的背景下进行研究。
using a cycloid curve can enhance the efficiency of certain mechanical systems.
使用摆线曲线可以提高某些机械系统的效率。
the cycloid's shape is derived from the motion of a circle rolling along a flat surface.
摆线的形状来源于一个圆在平面上滚动的运动。
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