gistlib
main.m% Define the radius of the big circle r = 10; % Define the radius of the small circles r_small = 2; % Define the center of the big circle center = [0, 0]; % Create a figure figure; hold on; % Plot the big circle theta = linspace(0, 2*pi, 100); x = r * cos(theta) + center(1); y = r * sin(theta) + center(2); plot(x, y, 'b'); % Define the centers of the small circles center1 = [r_small/sqrt(3), 0]; center2 = [-r_small/(2*sqrt(3)), r_small/2]; center3 = [-r_small/(2*sqrt(3)), -r_small/2]; % Plot the small circles theta = linspace(0, 2*pi, 100); x1 = r_small * cos(theta) + center1(1); y1 = r_small * sin(theta) + center1(2); plot(x1, y1, 'r'); x2 = r_small * cos(theta) + center2(1); y2 = r_small * sin(theta) + center2(2); plot(x2, y2, 'r'); x3 = r_small * cos(theta) + center3(1); y3 = r_small * sin(theta) + center3(2); plot(x3, y3, 'r'); axis equal; title('Three tangent circles inside a bigger circle'); 920 chars41 lines
% Define the radius of the big circle r = 10; % Define the radius of the small circles r_small = 2; % Define the center of the big circle center = [0, 0]; % Create a figure figure; hold on; % Plot the big circle theta = linspace(0, 2*pi, 100); x = r * cos(theta) + center(1); y = r * sin(theta) + center(2); plot(x, y, 'b'); % Define the centers of the small circles center1 = [r_small/sqrt(3), 0]; center2 = [-r_small/(2*sqrt(3)), r_small/2]; center3 = [-r_small/(2*sqrt(3)), -r_small/2]; % Plot the small circles theta = linspace(0, 2*pi, 100); x1 = r_small * cos(theta) + center1(1); y1 = r_small * sin(theta) + center1(2); plot(x1, y1, 'r'); x2 = r_small * cos(theta) + center2(1); y2 = r_small * sin(theta) + center2(2); plot(x2, y2, 'r'); x3 = r_small * cos(theta) + center3(1); y3 = r_small * sin(theta) + center3(2); plot(x3, y3, 'r'); axis equal; title('Three tangent circles inside a bigger circle');
This script creates a plot with a big circle and three small circles that are tangent to each other and the big circle.
gistlibby LogSnag