📄 data_ip.m
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%-----------------------------------------------------------------------------
% data_ip.m
% Design and Development of Closed Loop Control for INVERTED PENDULUM
% By IIEE Visionaries
% Copyright 2003
% Data of the Inverted Pendulum System
%-----------------------------------------------------------------------------
% Mass of the Cart = 900 gm
M = 0.9; % in Kg
% Mass of the Pendulum = 100 gm
m = 0.1; % in Kg
% Length of Pendulum = 47 cm
Lp = 0.47; % in m
% Length of pendulum to Center of Gravity = 23.5 cm
l = 0.235; % in m
% Moment of Inertia of Pendulum = 5.3 gm-m^2
I = 0.0053; % in Kg.m^2
% Radius of Pulley = 2.3 cm
r = 0.023; % in m
% Time Constant of Motor = 0.5 second
tau = 0.5; % in seconds
% Gain of Feedback = 9/pi V/rad/sec
Kf = 2.8648; % in V/rad/sec
% Gain of Motor = 17 rad/sec/V
Km =17; % in rad/sec/V
% Friction of the Cart = 0.000 N/m/sec
b = 0; % in N/m/sec
% Acceleration due to Gravity = 9.8 m/sec^2
g = 9.8; % in m/sec^2
% Force applied to the cart by the pulley chain mechanism = u
% Cart Position Coordinate = x
% Pendulum Angle with the vertical = theta
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