Epicycloid is a curve that is formed by tracing a fixed point on the circle that is rolling around outside a static circle. Animate this tracing steps with Python Turtle.
Category: animation
Hypocycloid Animation with Python TurtleHypocycloid Animation with Python Turtle
Hypocycloid is a curve that is formed by tracing a fixed point on the circle that is rolling inside a larger circle. Animate this tracing steps with Python Turtle. Also
Cyclogon Animation with Python TurtleCyclogon Animation with Python Turtle
Cyclogon is a curve formed by tracing a vertex of a rolling polygon on a flat ground. Continue from previous rolling triangle animation and trace the red vertex to draw
Rolling Triangle Animation 2Rolling Triangle Animation 2
Continue from previous rolling triangle animation. Let it roll three times on the ground.
Rolling Triangle AnimationRolling Triangle Animation
Animate a rolling triangle on the ground as shown.
Animation of Ellipses with Parametric EquationsAnimation of Ellipses with Parametric Equations
You drew an ellipse with parametric equation. Animate the drawing process with different values of a and b.
Animating Lissajous Curve with Python TurtleAnimating Lissajous Curve with Python Turtle
We drew a Lissajous Curve with fixed value for k1 (3) and k2 (2). Lets gradually change k1 from 0 to 3 and draw each one of them to generate
Animating Sine Wave Drawing with Python TurtleAnimating Sine Wave Drawing with Python Turtle
Sine function of an angle θ is defined by the ratio of the length of the side of the triangle opposite to the angle and the length of the hypotenuse
Rotating Oval Animation with Python TurtleRotating Oval Animation with Python Turtle
You can draw an oval given center after finishing the project. Now animate the rotating oval at the fixed center. Also add changing color for fun with colorsys library.
Animation of Morphing of Oval Shape with Python TurtleAnimation of Morphing of Oval Shape with Python Turtle
You drew an oval with four centers. The radius of the red arc doesn’t have to be twice the radius of blue arc. Start from the same radius as the