UnitCircle¶

Qualified name: manimextra.algebra.UnitCircle

class manimextra.algebra.UnitCircle(point=0, radius=1.5, color=ManimColor('#58C4DD'), label_buff=0.2, font_size=32, fractions=True)¶

Bases: VGroup

A unit circle.

Parameters:

point (float) – The point on the unit circle. Using this point we determine how many cycles have passed.
radius (float, optional) – The radius of the circle. Default to 1.5.
color (manim.utils.color.Color, optional) – The color of the circle. Default to BLUE.
label_buff (float, optional) – The buffer between the circle and the labels. Default to 0.2.
font_size (int, optional) – The font size of the labels. Default to 32.
fractions (bool, optional) – Whether to use fraction in the labels. Default to True.

Examples

Example: UnitCircleExample ¶

from manim import *
from manimextra import *

class UnitCircleExample(Scene):
    def construct(self):
        circle = UnitCircle()
        circle.add_point(PI / 2, "\dfrac{\pi}{2}")
        circle.add_point(PI, "\pi")
        self.add(circle)

Methods

`add_point`	Add a point to the unit circle.
`change_right_point`
`get_abscissa_point`
`get_arc`
`get_center`	Get the center of the circle.
`get_ordinate_point`
`hide_axes`
`hide_horizontal`
`hide_labels`
`hide_vertical`
`normalize_labels`
`point_at_angle`
`show_axes`
`show_horizontal`
`show_labels`
`show_vertical`

Attributes

`animate`	Used to animate the application of any method of `self`.
`animation_overrides`
`color`
`depth`	The depth of the mobject.
`fill_color`	If there are multiple colors (for gradient) this returns the first one
`height`	The height of the mobject.
`n_points_per_curve`
`sheen_factor`
`stroke_color`
`width`	The width of the mobject.

_original__init__(point=0, radius=1.5, color=ManimColor('#58C4DD'), label_buff=0.2, font_size=32, fractions=True)¶: Initialize self. See help(type(self)) for accurate signature.

add_point(point, label)¶

Add a point to the unit circle.

Parameters:

point
label

get_center()¶: Get the center of the circle. Override because the center of VGroup is different from the center of the circle.